Mathematical models
Resource Information
The topic Mathematical models represents a specific aggregation or gathering of resources found in European University Institute.
The Resource
Mathematical models
Resource Information
The topic Mathematical models represents a specific aggregation or gathering of resources found in European University Institute.
- Label
- Mathematical models
100+ Items that are about the Topic Mathematical models
Context
Context of Mathematical modelsFocus of
Subfocus of
- 401(k) plans -- Mathematical models
- 401(k) plans -- United States -- Mathematical models
- Academic achievement -- China -- Mathematical models
- Academic achievement -- Mathematical models
- Academic achievement -- North Carolina -- Mathematical models
- Accounting -- Mathematical models
- Accounting -- Mathematical models -- Periodicals
- Accounting and price fluctuations -- Mathematical models
- Actions and defenses -- Mathematical models
- Adaptation (Biology) -- Mathematical models
- Adaptive control systems -- Mathematical models
- Adjustment costs -- Mathematical models
- Adverse selection (Insurance) -- Mathematical models
- Advertising -- Costs | Mathematical models
- Advertising -- Europe, Western -- Mathematical models
- Africa -- Economic policy | Mathematical models
- Africa -- Population | Mathematical models
- Africa, Sub-Saharan -- Economic conditions | Mathematical models
- Aftermarkets -- Mathematical models
- Age discrimination -- Law and legislation -- United States -- Mathematical models
- Age distribution (Demography) -- Mathematical models
- Agricultural productivity -- Mathematical models
- Agriculture -- Economic aspects -- England -- Mathematical models
- Agriculture -- Economic aspects -- Germany (West) -- Mathematical models
- Agriculture -- Economic aspects | Mathematical models
- Agriculture -- Mathematical models
- Agriculture and state -- Environmental aspects | Mathematical models
- Air -- Pollution -- England | London -- History -- 19th century -- Mathematical models
- Air -- Pollution | Law and legislation | Mathematical models
- Alcoholic beverage industry -- Mathematical models
- Alcoholics -- Economic aspects -- United States -- Mathematical models
- Alcoholics -- Health aspects -- United States -- Mathematical models
- Alliances -- Mathematical models
- Analysis (Philosophy) -- Mathematical models
- Analysis of variance -- Mathematical models
- Animal behavior -- Mathematical models
- Animal ecology -- Mathematical models
- Annuities -- Great Britain -- Mathematical models
- Annuities -- Mathematical models
- Apportionment -- Mathematical models
- Apprenticeship programs -- Austria -- Mathematical models
- Arbitrage -- Mathematical models
- Arbitrage -- Mathematical models -- Problems, exercises, etc
- Argentina -- Commerce | Mathematical models
- Argentina -- Economic policy | Mathematical models
- Arrest -- Mathematical models
- Art -- Prices | Mathematical models
- Art thefts -- Mathematical models
- Artificial intelligence -- Mathematical models -- Periodicals
- Assassination -- Mathematical models
- Asset allocation -- Mathematical models
- Asset specificity -- Mathematical models
- Asset-liability management -- Mathematical models
- Assets (Accounting) -- Prices | Mathematical models
- Auctions -- Mathematical models
- Automobile drivers' tests -- India -- Mathematical models
- Automobile industry and trade -- Japan -- 20th century -- Mathematical models
- Automobile industry and trade -- United States -- Marketing | Mathematical models
- Automobile industry and trade -- United States -- Mathematical models
- Automobiles -- Purchasing | Mathematical models
- Automobiles -- Seat belts | Mathematical models
- Balance of payments -- Developing countries -- Mathematical models
- Balance of payments -- Italy -- Mathematical models
- Balance of payments -- Mathematical models
- Balance of payments -- Portugal -- Mathematical models
- Balance of payments -- United States -- Mathematical models
- Balance of power -- Mathematical models
- Balance of trade -- Mathematical models
- Bangladesh -- Commercial policy | Mathematical models
- Bank capital -- Mathematical models
- Bank investments -- New England -- Mathematical models
- Bank loans -- Mathematical models
- Bank loans -- United States -- Mathematical models
- Bank mergers -- Japan -- Mathematical models
- Bank reserves -- European Union countries -- Mathematical models
- Bank stocks -- Mathematical models
- Banks and banking -- Deregulation -- Italy -- Mathematical models
- Banks and banking -- Italy -- Regulation | Mathematical models
- Banks and banking -- Mathematical models
- Banks and banking -- Political aspects | Mathematical models
- Banks and banking -- United States -- History | Mathematical models
- Banks and banking -- United States -- Mathematical models
- Banks and banking -- United States -- State supervision | Mathematical models
- Banks and banking, Central -- Mathematical models
- Banks and banking, International -- Ratings and rankings | Mathematical models
- Belief and doubt -- Mathematical models
- Biological systems -- Mathematical models
- Biology -- Mathematical models
- Biology, Economic -- Mathematical models
- Birth weight, Low -- Taiwan -- Mathematical models
- Blackjack (Game) -- Mathematical models
- Body mass index -- Mathematical models
- Bonds -- Mathematical models
- Bonds -- Prices | Mathematical models
- Bonds -- Ratings and rankings | Mathematical models
- Bonds -- United States -- Mathematical models
- Bonds -- Valuation | Mathematical models
- Bonuses (Employee fringe benefits) -- United States -- Mathematical models
- Boundaries -- Mathematical models
- Brain -- Mathematical models
- Branch banks -- United States -- Mathematical models
- Brazil -- Commerce | Mathematical models
- Budget deficits -- Mathematical models
- Buildings -- Location | Mathematical models -- Periodicals
- Bureaucracy -- Corrupt practices -- Indonesia -- Mathematical models
- Business -- Mathematical models
- Business -- Mathematical models -- Congresses
- Business cycles -- Developing countries -- Mathematical models
- Business cycles -- Mathematical models
- Business cycles -- Mathematical models -- Congresses
- Business cycles -- Mathematical models | History
- Business cycles -- United States -- Mathematical models
- Business enterprises -- China -- Finance | Mathematical models
- Business enterprises -- Finance | Mathematical models
- Business enterprises -- Information technology | Productivity | Mathematical models
- Business enterprises -- Law and legislation | Mathematical models
- Business enterprises -- Mathematical models
- Business enterprises -- Size | Mathematical models
- Business enterprises -- United States -- Finance | Mathematical models
- Business failures -- Mathematical models
- Business failures -- United States -- Mathematical models
- Business forecasting -- Mathematical models
- Business logistics -- Mathematical models
- Business networks -- India -- Mathematical models
- Business networks -- Mathematical models
- Business planning -- Mathematical models
- Busing for school integration -- United States -- Mathematical models
- Canada -- Economic conditions -- 1945- -- Mathematical models
- Capital -- Mathematical models
- Capital budget -- Mathematical models
- Capital gains tax -- Mathematical models
- Capital investments -- Decision making | Mathematical models
- Capital investments -- France -- Mathematical models
- Capital investments -- Mathematical models
- Capital investments -- Taxation | Mathematical models
- Capital investments -- United States -- Mathematical models
- Capital levy -- Mathematical models
- Capital levy -- United States -- Mathematical models
- Capital market -- China -- Mathematical models
- Capital market -- Mathematical models
- Capital movements -- Developing countries -- Mathematical models
- Capital movements -- Forecasting | Mathematical models
- Capital movements -- Mathematical models
- Capital movements -- United States -- Mathematical models
- Capitalism -- Mathematical models
- Cash management -- Mathematical models
- Cement industries -- United States -- Mathematical models
- Central places -- Mathematical models
- Central planning -- Mathematical models
- Central planning -- Soviet Union -- Mathematical models
- Chaotic behavior in systems -- Mathematical models
- Charitable bequests -- United States -- Mathematical models
- Chernobyl Nuclear Accident, Chornobylʹ, Ukraine, 186 -- Health aspects | Mathematical models
- Chief executive officers -- Salaries, etc. | Mathematical models
- Child labor -- India -- Mathematical models
- Child labor -- Nepal -- Mathematical models
- Child mental health -- Canada -- Mathematical models
- Child mental health -- United States -- Mathematical models
- Child restraint systems in automobiles -- Mathematical models
- Children -- Mortality -- United States -- Mathematical models
- Chile -- Employment | Political aspects | Mathematical models
- China -- Commercial policy | Mathematical models
- China -- Economic conditions -- 1976-2000 -- Mathematical models -- Congresses
- China -- Economic conditions -- 20th century -- Mathematical models
- China -- Economic conditions -- 21st century -- Mathematical models
- Choice (Psychology) -- Mathematical models
- Choice of transportation -- European Union countries -- Mathematical models
- Choice of transportation -- Mathematical models -- Congresses
- Cities and towns -- Developing countries -- Growth | Mathematical models
- Cities and towns -- Growth | Mathematical models
- Cities and towns -- Mathematical models
- City planning -- Mathematical models
- City planning -- Mathematical models -- Congresses
- City planning -- Mathematical models | History -- Congresses
- Clearinghouses (Banking) -- United States -- History | Mathematical models
- Climatic changes -- Mathematical models
- Coal trade -- England | London -- Mathematical models
- Coalitions -- Mathematical models
- Cognition -- Mathematical models
- Collateralized debt obligations -- Mathematical models
- Collective bargaining -- Mathematical models
- Collective behavior -- Mathematical models
- College costs -- Italy -- Mathematical models
- College dropouts -- Decision making | Mathematical models
- College graduates -- Employment | Mathematical models
- College teaching -- United States -- Evaluation | Mathematical models
- Commerce -- Mathematical models
- Commerce -- Mathematical models -- Congresses
- Commercial credit -- Mathematical models
- Commercial credit -- United States -- Mathematical models
- Commercial crimes -- Investigation | Mathematical models
- Commercial geography -- Mathematical models
- Commercial policy -- Mathematical models
- Commercial policy -- Mathematical models -- Congresses
- Commercial products -- Mathematical models
- Commercial products -- Mathematical models -- Bibliography
- Committees -- Mathematical models
- Commodity control -- Mathematical models
- Commodity exchanges -- Mathematical models
- Commodity exchanges -- Mathematical models -- Bibliography
- Commodity futures -- Mathematical models
- Common law -- United States -- Mathematical models
- Communicable diseases -- Mathematical models
- Communicable diseases in animals -- Mathematical models
- Communist countries -- Commercial policy | Mathematical models
- Communist countries -- Economic policy | Mathematical models
- Community development -- Mathematical models
- Commuters -- Taxation | Mathematical models
- Comparative advantage (International trade) -- Mathematical models
- Competition -- Government policy | Mathematical models
- Competition -- Mathematical models
- Competition -- Mathematical models -- Congresses
- Competition, Imperfect -- Mathematical models
- Competition, International -- Mathematical models
- Compromise (Law) -- Germany (West) -- Mathematical models
- Compromise (Law) -- Mathematical models
- Computer industry -- India -- Mathematical models
- Computer software -- Economic aspects | Mathematical models
- Computer vision -- Mathematical models -- Periodicals
- Conflict management -- Mathematical models
- Conformity -- Mathematical models
- Conformity in the workplace -- Mathematical models
- Conglomerate corporations -- Management | Mathematical models
- Conservation of natural resources -- Economic aspects | Mathematical models -- Congresses
- Consolidation and merger of corporations -- Mathematical models
- Construction equipment industry -- United States -- Mathematical models
- Consumer behavior -- Mathematical models
- Consumer credit -- Mathematical models
- Consumer credit -- United States -- Mathematical models
- Consumer goods -- Mathematical models
- Consumer goods -- Prices | Mathematical models
- Consumer goods -- Taxation | Mathematical models
- Consumer price indexes -- Japan -- Mathematical models
- Consumer price indexes -- United States -- Mathematical models
- Consumers -- Mathematical models
- Consumers -- United States -- Mathematical models
- Consumers' preferences -- Mathematical models
- Consumption (Economics) -- Developing countries -- Mathematical models
- Consumption (Economics) -- Government policy | Mathematical models
- Consumption (Economics) -- Italy -- Mathematical models
- Consumption (Economics) -- Mathematical models
- Consumption (Economics) -- Mathematical models -- China
- Consumption (Economics) -- Mathematical models -- Soviet Union
- Consumption (Economics) -- Mathematical models -- United States
- Consumption (Economics) -- OECD countries -- Mathematical models
- Contests -- Mathematical models
- Contracts -- Mathematical models
- Contracts for work and labor -- Mathematical models
- Control theory -- Mathematical models
- Cooperativeness -- Mathematical models
- Copper industry and trade -- Mathematical models
- Corporate culture -- Mathematical models
- Corporate debt -- Mathematical models
- Corporate governance -- Mathematical models
- Corporations -- Charitable contributions -- United States -- Mathematical models
- Corporations -- Corrupt practices | Mathematical models
- Corporations -- Finance | Mathematical models
- Corporations -- Finance | Mathematical models | Data processing
- Corporations -- France -- Mathematical models
- Corporations -- Growth | Mathematical models
- Corporations -- Italy -- Finance | Mathematical models
- Corporations -- Mathematical models
- Corporations -- Research | Mathematical models
- Corporations -- Taxation -- United States -- Mathematical models
- Corporations -- Taxation | Mathematical models
- Corporations -- United States -- Finance | Mathematical models
- Corporations -- Valuation | Mathematical models
- Corporations, Swedish -- Mathematical models
- Cost allocation -- Mathematical models
- Cost effectiveness -- Mathematical models
- Costs, Industrial -- Mathematical models
- Costs, Industrial -- Mathematical models -- Congresses
- Country risk -- Mathematical models
- Creative destruction -- Mathematical models
- Credit -- Great Britain -- Mathematical models
- Credit -- Management | Mathematical models
- Credit -- Mathematical models
- Credit -- Mathematical models -- Congresses
- Credit -- United States -- Mathematical models
- Credit cards -- Mathematical models
- Credit control -- Mathematical models
- Credit derivatives -- Mathematical models
- Credit derivatives -- Mathematical models -- Congresses
- Credit ratings -- Mathematical models
- Crime -- Mathematical models
- Crime analysis -- Mathematical models
- Criminal statistics -- Mathematical models
- Criminals -- Social networks | Mathematical models
- Culture -- Mathematical models
- Currency crises -- Mathematical models
- Currency crises -- Southeast Asia -- Mathematical models
- Currency question -- Mathematical models
- Currency question -- United States -- Mathematical models
- Currency substitution -- Latin America -- Mathematical models
- Currency substitution -- Mathematical models
- Customer loyalty programs -- Mathematical models
- Cycling -- Health aspects | Mathematical models
- Dairy products industry -- Government policy | Mathematical models
- Debt relief -- Mathematical models
- Debts, External -- Mathematical models
- Debts, Public -- Brazil -- Mathematical models
- Debts, Public -- European Union countries -- Mathematical models
- Debts, Public -- Mathematical models
- Debts, Public -- United States -- Mathematical models
- Decentralization in government -- Cost effectiveness | Mathematical models
- Decentralization in government -- Mathematical models
- Decision making -- Economic aspects | Mathematical models
- Decision making -- Mathematical models
- Decision making -- Mathematical models -- Congresses
- Default (Finance) -- Mathematical models
- Deficit financing -- Mathematical models
- Defined benefit pension plans -- United States -- Mathematical models
- Defined contribution pension plans -- United States -- Mathematical models
- Demand (Economic theory) -- Mathematical models
- Demand for money -- Mathematical models
- Demand for money -- United States -- Mathematical models
- Democracy -- Economic aspects | Mathematical models
- Democracy -- Mathematical models
- Democratization -- Economic aspects | Mathematical models
- Democratization -- Mathematical models
- Demographic transition -- Italy -- Mathematical models
- Demography -- Europe -- Mathematical models
- Demography -- Mathematical models
- Demography -- Mathematical models -- Congresses
- Demography -- Mathematical models -- Periodicals
- Denmark -- Economic conditions | Mathematical models
- Deposit insurance -- Decision making | Mathematical models
- Derivative securities -- Mathematical models
- Derivative securities -- Prices | Mathematical models
- Derivative securities -- Prices | Mathematical models -- Congresses
- Derivative securities -- Prices | Mathematical models -- Textbooks
- Devaluation of currency -- Mathematical models
- Developing countries -- Commerce | Mathematical models
- Developing countries -- Economic conditions | Mathematical models
- Developing countries -- Economic conditions | Mathematical models -- Congresses
- Developing countries -- Economic policy | Mathematical models
- Developing countries -- Mathematical models
- Developing countries -- Population | Mathematical models
- Development -- Mathematical models
- Diamond industry and trade -- India -- Mathematical models
- Dictators -- Developing countries -- Mathematical models
- Dictatorship -- Economic aspects | Mathematical models
- Differential equations -- Mathematical models
- Differential games -- Mathematical models
- Diffusion of innovations -- Economic aspects | Mathematical models
- Diffusion of innovations -- Mathematical models
- Diffusion of innovations -- United States -- Mathematical models
- Directors of corporations -- Salaries, etc. | Mathematical models
- Disability evaluation -- United States -- Mathematical models
- Disaster relief -- Mathematical models
- Disaster victims -- Charitable contributions | Mathematical models
- Disasters -- Forecasting | Mathematical models
- Discrete-time systems -- Mathematical models
- Discrimination in education -- United States -- Mathematical models
- Discrimination in employment -- Mathematical models
- Display of merchandise -- Mathematical models
- Distribution (Economic theory) -- Mathematical models
- Distribution (Probability theory) -- Mathematical models
- Distributive justice -- Mathematical models
- Dividends -- Mathematical models
- Dividends -- Taxation | Mathematical models
- Dropouts -- Egypt -- Mathematical models
- Drug abuse -- Treatment | Mathematical models
- Drug addicts -- Economic aspects -- United States -- Mathematical models
- Drug addicts -- Health aspects -- United States -- Mathematical models
- Drug addicts -- Rehabilitation | Mathematical models
- Drugs -- Prices -- Europe -- Mathematical models
- Drugs -- Prices -- United States -- Mathematical models
- Drugs -- Testing | Government policy -- United States -- Mathematical models
- Duopolies -- Mathematical models
- Durable goods, Consumer -- Mathematical models
- Dynamics -- Mathematical models
- Early retirement -- Germany -- Mathematical models
- Ecology -- Mathematical models
- Ecology -- Mathematical models -- Congresses
- Ecology -- Mathematical models -- Periodicals
- Econometrics -- Mathematical models
- Economic development -- Developing countries -- Mathematical models
- Economic development -- Effect of education on | Mathematical models
- Economic development -- Environmental aspects | Mathematical models
- Economic development -- Mathematical models
- Economic development -- Mathematical models -- Congresses
- Economic development -- Mathematical models -- Textbooks
- Economic development -- Mathematical models | History
- Economic development -- Social aspects | Mathematical models
- Economic forecasting -- Ireland -- Mathematical models
- Economic forecasting -- Mathematical models
- Economic forecasting -- Mathematical models -- Congresses
- Economic forecasting -- Netherlands -- Mathematical models
- Economic forecasting -- Scandinavia -- Mathematical models
- Economic forecasting -- United States -- Mathematical models
- Economic geography -- Mathematical models
- Economic history -- 1971-1990 -- Mathematical models
- Economic history -- Mathematical models
- Economic indicators -- European Union countries -- Mathematical models
- Economic policy -- Decision making | Mathematical models
- Economic policy -- Mathematical models
- Economic policy -- Mathematical models -- Congresses
- Economic security -- Mathematical models
- Economic stabilization -- Developing countries -- Mathematical models
- Economic stabilization -- Mathematical models
- Economics -- Mathematical models
- Economics -- Mathematical models -- Bibliography
- Economics -- Mathematical models -- Congresses
- Economics -- Mathematical models -- Examinations, questions, etc
- Economics -- Mathematical models -- Periodicals
- Economics -- Mathematical models | Computer programs
- Economics -- Mathematical models | Philosophy
- Economics -- Periodicals -- Evaluation | Mathematical models
- Economics -- Psychological aspects | Mathematical models
- Economics -- Research | Evaluation | Mathematical models
- Economics -- United States -- Mathematical models
- Economies of scale -- Mathematical models
- Education -- Economic aspects -- United States -- Mathematical models
- Education -- Economic aspects | Mathematical models
- Education -- India -- Mathematical models
- Education -- Mathematical models
- Education and state -- Mathematical models
- Education, Higher -- Administration | Mathematical models
- Education, Higher -- Evaluation | Mathematical models
- Education, Higher -- Planning | Mathematical models
- Education, Higher -- United States -- Finance | Mathematical models
- Education, Secondary -- China -- Mathematical models
- Educational equalization -- Mathematical models
- Educational equalization -- United States -- Mathematical models
- Educational fund raising -- Psychological aspects | Mathematical models
- Educational tests and measurements -- Mathematical models
- Efficient market theory -- Mathematical models
- Elasticity (Economics) -- Mathematical models
- Election districts -- Mathematical models
- Elections -- Europe, Eastern -- Mathematical models
- Elections -- Germany (West) -- Mathematical models
- Elections -- Italy -- Mathematical models
- Elections -- Mathematical models
- Elections -- Mathematical models -- Congresses
- Elections -- United States -- Mathematical models
- Electric generators -- Maintenance and repair | Mathematical models
- Electric power-plants -- Efficiency | Mathematical models
- Electric utilities -- Mathematical models
- Electric utilities -- Rates | Mathematical models
- Electric utilities -- Taxation -- United States -- Mathematical models
- Electric utilities -- United States -- Mathematical models
- Electricity -- Prices | Mathematical models
- Electronic commerce -- Mathematical models
- Electronic trading of securities -- Mathematical models
- Emigration and immigration -- Mathematical models
- Eminent domain -- Mathematical models
- Empiricism -- Mathematical models -- Case studies
- Employee selection -- Mathematical models
- Employees -- Attitudes | Mathematical models
- Employees -- Dismissal of | Law and legislation -- United States -- Mathematical models
- Employment (Economic theory) -- Mathematical models
- Employment forecasting -- Ireland -- Mathematical models
- Employment forecasting -- Mathematical models
- Employment forecasting -- Netherlands -- Mathematical models
- Employment forecasting -- United States -- Mathematical models
- Employment subsidies -- Mathematical models
- Endogenous growth (Economics) -- Mathematical models
- Endogenous growth (Economics) -- Mathematical models -- Congresses
- Energy conservation -- Mathematical models
- Energy consumption -- Mathematical models
- Energy industries -- Finance | Mathematical models
- Energy policy -- Mathematical models -- Congresses
- Energy policy -- United States -- Mathematical models
- Engineering -- Mathematical models
- Engineering -- Mathematical models -- Periodicals
- Entrepreneurship -- Mathematical models
- Entropy -- Mathematical models
- Environmental economics -- Mathematical models
- Environmental impact charges -- Mathematical models
- Environmental management -- Mathematical models
- Environmental policy -- European Economic Community countries -- Mathematical models
- Environmental policy -- Mathematical models
- Environmental policy -- Mathematical models -- Congresses
- Environmental policy -- United States -- Mathematical models
- Environmental protection -- Economic aspects | Mathematical models
- Environmental protection -- Mathematical models
- Environmental protection -- Mathematical models -- Periodicals
- Environmental quality -- Mathematical models
- Environmental sciences -- Mathematical models -- Periodicals
- Equality -- Mathematical models
- Equilibrium (Economics) -- Mathematical models
- Equilibrium (Economics) -- Mathematical models -- Congresses
- Equilibrium (Economics) -- Mathematical models -- Problems, exercises, etc
- Estate planning -- Mathematical models
- Estimation theory -- Mathematical models
- Estimation theory -- Mathematical models -- Case studies
- Ethnic conflict -- Mathematical models
- Ethnology -- Soviet Union -- History | Mathematical models
- Euro-dollar market -- Mathematical models
- Europe -- Economic conditions -- To 1492 -- Mathematical models
- Europe -- Economic integration | Mathematical models
- Europe -- Population | Mathematical models
- Europe, Eastern -- Commercial policy | Mathematical models
- Europe, Eastern -- Economic conditions -- 1945-1989 -- Mathematical models
- Europe, Eastern -- Economic conditions -- 1989- -- Mathematical models
- Europe, Eastern -- Politics and government -- 1945-1989 -- Mathematical models
- Europe, Eastern -- Politics and government -- 1989- -- Mathematical models
- European Economic Community countries -- Commerce | Mathematical models
- European Economic Community countries -- Economic conditions | Mathematical models
- European Economic Community countries -- Economic policy | Mathematical models
- European Union countries -- Economic integration | Mathematical models
- European Union countries -- Economic policy | Mathematical models
- European Union countries -- Emigration and immigration | Mathematical models
- Evolution (Biology) -- Mathematical models
- Evolution -- Mathematical models
- Exchange -- Mathematical models
- Expenditures, Public -- Evaluation | Mathematical models
- Export marketing -- Argentina -- Mathematical models
- Export marketing -- France -- Mathematical models
- Export marketing -- Mathematical models
- Export marketing -- Sri Lanka -- Mathematical models
- Exports -- China -- Mathematical models
- Exports -- Great Britain -- Mathematical models
- Exports -- Mathematical models
- Exports -- United States -- Mathematical models
- Extreme value theory -- Mathematical models
- Factor analysis -- Mathematical models | Evaluation
- Factor proportions -- Argentina -- Mathematical models
- Factor proportions -- Mathematical models
- Families -- Economic aspects | Mathematical models
- Families -- Taxation | Mathematical models
- Family demography -- Mathematical models
- Family violence -- Prevention | Mathematical models
- Family-owned business enterprises -- Management | Mathematical models
- Farm produce -- America -- History -- 18th century -- Mathematical models
- Federal Reserve banks -- Mathematical models
- Federal funds market (United States) -- Prices | Mathematical models
- Feedback control systems -- Mathematical models
- Fertility -- United States -- Mathematical models
- Fertility, Human -- Mathematical models
- Fertility, Human -- United States -- 19th century -- Mathematical models
- Finance -- Asia -- Mathematical models
- Finance -- Developing countries -- Mathematical models
- Finance -- European Economic Community countries -- Mathematical models -- Congresses
- Finance -- Germany (West) -- Mathematical models
- Finance -- Mathematical models
- Finance -- Mathematical models -- Congresses
- Finance -- Mathematical models -- Periodicals
- Finance -- Mathematical models -- Textbooks
- Finance -- Mathematical models | Computer programs
- Finance -- Mathematical models | Data processing
- Finance -- Mathematical models | Evaluation
- Finance -- Poland -- Mathematical models
- Finance -- Risk factors | Mathematical models
- Finance -- United States -- Mathematical models
- Finance, Personal -- Mathematical models
- Finance, Personal -- United States -- Mathematical models
- Finance, Public -- Jamaica -- Mathematical models
- Finance, Public -- Mathematical models
- Financial crises -- East Asia -- Mathematical models
- Financial crises -- Forecasting | Mathematical models
- Financial crises -- Korea (South) -- Mathematical models
- Financial crises -- Mathematical models
- Financial crises -- Mathematical models -- Congresses
- Financial engineering -- Mathematical models
- Financial futures -- Mathematical models
- Financial institutions -- Mathematical models
- Financial risk -- Mathematical models
- Financial risk management -- Mathematical models
- Finland -- Commerce | Mathematical models
- Fiscal policy -- Germany (West) -- Mathematical models
- Fiscal policy -- Mathematical models
- Fisheries -- Economic aspects | Mathematical models
- Fisheries -- Mathematical models
- Fishery management -- Mathematical models
- Fixed-income securities -- Mathematical models
- Fixed-income securities -- Valuation | Mathematical models
- Fixed-term labor contracts -- Italy -- Mathematical models
- Flow of funds -- Great Britain -- Mathematical models
- Food stamps -- United States -- Mathematical models
- Food supply -- Mathematical models
- Forecasting -- Mathematical models
- Forecasting -- Mathematical models -- Periodicals
- Foreign exchange -- Forecasting | Mathematical models
- Foreign exchange -- Mathematical models
- Foreign exchange administration -- Mathematical models
- Foreign exchange market -- Mathematical models
- Foreign exchange options -- Mathematical models
- Foreign exchange rates -- Asia -- Mathematical models
- Foreign exchange rates -- Brazil -- Mathematical models
- Foreign exchange rates -- China -- Mathematical models
- Foreign exchange rates -- Europe -- Mathematical models
- Foreign exchange rates -- Mathematical models
- Foreign exchange rates -- Regulation | Mathematical models
- Foreign trade and employment -- Mathematical models
- Foreign trade and employment -- Philippines -- Mathematical models
- Foreign trade regulation -- Mathematical models -- Congresses
- Foreign workers -- Mathematical models
- Forest management -- India -- Citizen participation | Mathematical models
- Forest management -- Mathematical models
- France -- Commerce | Mathematical models
- France -- Economic conditions -- 1945- -- Mathematical models
- France -- Economic policy -- 1945- -- Mathematical models
- Franchises (Retail trade) -- Mathematical models
- Fraud investigation -- Mathematical models
- Free trade -- Italy -- Mathematical models
- Free trade -- Mathematical models
- Free trade -- North America -- Mathematical models
- Freight and freightage -- Mathematical models
- Full employment policies -- Ireland -- Mathematical models
- Full employment policies -- Mathematical models
- Futures market -- Forecasting | Mathematical models
- Futures market -- Mathematical models
- Gambling -- Mathematical models
- Games -- Mathematical models
- Games -- Performance | Mathematical models
- Gas industry -- Europe -- Mathematical models -- Congresses
- Gas industry -- Mathematical models -- Congresses
- Gas industry -- Norway -- Mathematical models -- Congresses
- Gasoline -- Prices -- United States -- Mathematical models
- Geology -- Mathematical models
- Germany (West) -- Economic conditions -- 1974-1990 -- Mathematical models
- Germany (West) -- Economic conditions | Mathematical models
- Germany (West) -- Economic policy -- 1974-1990 -- Mathematical models
- Germany (West) -- Manufactures | Mathematical models
- Gerrymandering -- Mathematical models
- Global warming -- Mathematical models
- Globalization -- Economic aspects | Mathematical models
- Globalization -- Great Britain -- History | Mathematical models
- Globalization -- Mathematical models
- Globalization -- United States -- History | Mathematical models
- Government securities -- Sweden -- Mathematical models
- Government securities -- United States -- Mathematical models
- Government spending policy -- Mathematical models
- Grain trade -- Government policy | Mathematical models
- Grain trade -- Mathematical models
- Gray market -- Mathematical models
- Great Britain -- Commerce | Mathematical models
- Great Britain -- Economic conditions -- 1945- -- Mathematical models
- Great Britain -- Economic conditions -- 1945-1964 -- Mathematical models
- Great Britain -- Economic conditions -- 1964-1979 -- Mathematical models
- Great Britain -- Economic conditions -- 1979-1997 -- Mathematical models
- Great Britain -- Economic conditions | Mathematical models
- Greenhouse effect, Atmospheric -- Government policy | Mathematical models
- Greenhouse effect, Atmospheric -- Mathematical models
- Greenhouse gas mitigation -- Mathematical models
- Gross domestic product -- European Union countries -- Mathematical models
- Groundwater flow -- Mathematical models
- Group decision making -- Mathematical models
- Growth -- Mathematical models
- HIV-positive persons -- Sexual behavior | Social aspects | Mathematical models
- Happiness -- Mathematical models
- Harbors -- Mathematical models
- Health behavior -- Mathematical models
- Health care teams -- Education -- Africa, Sub-Saharan -- Mathematical models
- Health insurance -- Law and legislation -- United States -- Mathematical models
- Health insurance -- Mathematical models
- Health insurance -- United States -- Regulation | Mathematical models
- Heat -- Conduction | Mathematical models
- Heckscher-Ohlin principle -- Mathematical models
- Hedge funds -- Mathematical models
- Hedging (Finance) -- Mathematical models
- History -- Mathematical models
- History -- Mathematical models -- Handbooks, manuals, etc
- Home economics -- Mathematical models
- Hospital utilization -- Length of stay -- Great Britain -- Mathematical models
- Hospitals -- Great Britain -- Cost control | Mathematical models
- Hours of labor -- Germany (West) -- Mathematical models
- Hours of labor -- Mathematical models
- House buying -- United States -- Mathematical models
- House selling -- United States -- Mathematical models
- Households -- Economic aspects | Mathematical models
- Households -- Economic conditions | Mathematical models
- Households -- Mathematical models
- Households -- Mathematical models -- Congresses
- Households -- Nepal -- Mathematical models
- Housing -- 20th century -- Mathematical models
- Housing -- Mathematical models
- Housing -- Prices -- United States -- 20th century -- Mathematical models
- Housing -- United States -- Mathematical models
- Human behavior -- Mathematical models
- Human capital -- Dominican Republic -- Mathematical models
- Human capital -- Mathematical models
- Human capital -- United States -- Mathematical models
- Human geography -- Mathematical models
- Humanities -- Mathematical models
- Hurricane Katrina, 2005 -- Charitable contributions | Mathematical models
- Hypertension -- Mathematical models
- Image processing -- Mathematical models -- Periodicals
- Immigrants -- Employment -- California -- Mathematical models
- Immigrants -- United States -- Social conditions | Mathematical models
- Import quotas -- Mathematical models
- Import quotas -- Mathematical models -- Congresses
- Imports -- Mathematical models
- Income -- 19th century -- Health aspects -- France -- Mathematical models
- Income -- Growth | Mathematical models
- Income -- Health aspects -- Developing countries -- Mathematical models
- Income -- Japan -- History | Mathematical models
- Income -- Mathematical models
- Income -- Pakistan -- Mathematical models
- Income -- Sweden -- Mathematical models
- Income -- United States -- Mathematical models
- Income distribution -- Germany -- Mathematical models
- Income distribution -- Mathematical models
- Income distribution -- Mathematical models -- Congresses
- Income distribution -- United States -- History | Mathematical models
- Income distribution -- United States -- Mathematical models
- Income tax -- Mathematical models
- Income tax -- United States -- Mathematical models
- Income tax deductions for charitable contributions -- United States -- Mathematical models
- India -- Economic conditions -- 20th century -- Mathematical models
- India -- Economic conditions -- 21st century -- Mathematical models
- Individual retirement accounts -- Decision making | Mathematical models
- Individual retirement accounts -- United States -- Mathematical models
- Industrial concentration -- Mathematical models
- Industrial districts -- Italy -- Mathematical models
- Industrial districts -- Mathematical models
- Industrial efficiency -- Mathematical models
- Industrial location -- European Economic Community countries -- Mathematical models
- Industrial location -- Germany -- Mathematical models
- Industrial location -- Ireland -- Mathematical models
- Industrial location -- Mathematical models
- Industrial location -- Mathematical models -- Periodicals
- Industrial location -- United States -- Mathematical models
- Industrial management -- Employee participation -- United States -- Mathematical models
- Industrial management -- Mathematical models
- Industrial management -- Mathematical models -- Congresses
- Industrial management -- Yugoslavia -- Mathematical models
- Industrial organization (Economic theory) -- Mathematical models
- Industrial organization -- Mathematical models
- Industrial policy -- Mathematical models
- Industrial productivity -- Africa, Sub-Saharan -- Mathematical models
- Industrial productivity -- China -- Mathematical models
- Industrial productivity -- Germany (West) -- Mathematical models
- Industrial productivity -- India -- Mathematical models
- Industrial productivity -- Mathematical models
- Industrial productivity -- Measurement | Mathematical models
- Industrial productivity -- United States -- Mathematical models
- Industrial productivity -- United States -- Regional disparities | Mathematical models
- Industrial relations -- Mathematical models
- Industrialization -- Mathematical models
- Industries -- Developing countries -- Mathematical models
- Industries -- Mathematical models
- Industries -- Size | Mathematical models
- Industries -- Sweden -- Mathematical models
- Infants -- Health and hygiene -- United States -- Mathematical models
- Inflation (Finance) -- Asia -- Mathematical models
- Inflation (Finance) -- Chile -- Mathematical models
- Inflation (Finance) -- Effect of energy costs on -- United States -- Mathematical models
- Inflation (Finance) -- Effect of energy costs on | Mathematical models
- Inflation (Finance) -- European Economic Community countries -- Mathematical models
- Inflation (Finance) -- Great Britain -- Mathematical models
- Inflation (Finance) -- Italy -- Mathematical models
- Inflation (Finance) -- Mathematical models
- Inflation (Finance) -- Turkey -- Mathematical models
- Inflation (Finance) -- United States -- Mathematical models
- Information storage and retrieval systems -- Mathematical models
- Information technology -- Mathematical models
- Information technology -- Standards | Economic aspects | Mathematical models
- Information theory in economics -- Mathematical models
- Infrastructure (Economics) -- Government policy -- Latin America -- Mathematical models
- Infrastructure (Economics) -- Italy -- Finance | Mathematical models
- Infrastructure (Economics) -- Latin America -- Forecasting | Mathematical models
- Infrastructure (Economics) -- Mathematical models -- Periodicals
- Input-output analysis -- Mathematical models
- Insider trading in securities -- Mathematical models
- Instrumental variables (Statistics) -- Mathematical models
- Insurance -- Mathematical models
- Insurance -- Mathematical models -- Congresses
- Intellectual property -- Mathematical models
- Intellectual property -- Protection | Mathematical models
- Intelligence levels -- Sweden -- Mathematical models
- Interest -- Mathematical models
- Interest rate futures -- Mathematical models
- Interest rates -- Developing countries -- Mathematical models
- Interest rates -- Italy -- Mathematical models
- Interest rates -- Mathematical models
- Interest rates -- Mathematical models -- Textbooks
- Intergenerational relations -- Economic aspects | Mathematical models
- Intergovernmental fiscal relations -- Mathematical models
- Intermediate goods -- Mathematical models
- Intermediation (Finance) -- Mathematical models
- Intermediation (Finance) -- Mathematical models -- Periodicals
- International business enterprises -- Finance | Mathematical models
- International business enterprises -- Management | Mathematical models
- International business enterprises -- Mathematical models
- International business enterprises -- Prices -- United States -- Mathematical models
- International business enterprises -- Taxation | Mathematical models
- International cooperation -- Mathematical models
- International economic integration -- Mathematical models
- International economic relations -- Mathematical models
- International economic relations -- Mathematical models -- Congresses
- International finance -- Mathematical models
- International finance -- Mathematical models -- Congresses
- International relations -- Mathematical models
- International relations -- Mathematical models -- Periodicals
- International trade -- Environmental aspects | Mathematical models
- International trade -- History -- 18th century -- Mathematical models
- International trade -- History | Mathematical models
- International trade -- Mathematical models
- International trade -- Mathematical models -- Congresses
- Internet -- Mathematical models
- Internet auctions -- Mathematical models
- Inventories -- Mathematical models
- Investment analysis -- Mathematical models
- Investment analysis -- Sex differences | Mathematical models
- Investment analysis -- Valuation | Mathematical models
- Investment banking -- Government policy -- Yugoslavia -- Mathematical models
- Investments -- Decision making | Mathematical models
- Investments -- European Economic Community countries -- Mathematical models
- Investments -- France -- Mathematical models
- Investments -- Italy -- Mathematical models
- Investments -- Management | Mathematical models -- Periodicals
- Investments -- Mathematical models
- Investments -- Mathematical models -- Congresses
- Investments -- Mathematical models -- Periodicals
- Investments -- Mathematical models | History
- Investments -- Taxation | Mathematical models
- Investments -- United States -- Mathematical models
- Investments, American -- Mathematical models
- Investments, Foreign -- Asia -- Mathematical models
- Investments, Foreign -- China -- Mathematical models
- Investments, Foreign -- Developing countries -- Mathematical models
- Investments, Foreign -- Mathematical models
- Investments, Foreign -- Taxation | Mathematical models
- Investments, Foreign -- United States -- Mathematical models
- Investments, Italian -- Mathematical models
- Investments, Location of -- Mathematical models
- Investments, Swedish -- Mathematical models
- Iron industry and trade -- United States -- History | Mathematical models
- Irreversible processes -- Mathematical models
- Irrigation water -- Mathematical models
- Italy -- Economic conditions -- 1976-1994 -- Mathematical models
- Italy -- Economic policy | Mathematical models
- Italy, Southern -- Economic conditions | Mathematical models
- Italy, Southern -- Population | Mathematical models
- Jamaica -- Economic conditions | Mathematical models
- Job hunting -- Mathematical models
- Job security -- United States -- Mathematical models
- Job vacancies -- Mathematical models
- Judgments -- Germany (West) -- Mathematical models
- Judicial discretion -- Mathematical models
- Judicial process -- Mathematical models
- Juvenile corrections -- Florida -- Evaluation | Mathematical models
- Keynesian economics -- Mathematical models
- Kinship -- Mathematical models
- Knowledge management -- Mathematical models
- Ku Klux Klan (1915- ) -- United States -- Influence | Mathematical models
- Labor -- Mathematical models
- Labor contract -- Italy -- Mathematical models
- Labor contract -- Mathematical models
- Labor costs -- Mathematical models
- Labor courts -- Germany (West) -- Mathematical models
- Labor demand -- Mathematical models
- Labor economics -- Mathematical models
- Labor market -- Denmark -- 20th century -- Mathematical models
- Labor market -- Great Britain -- Mathematical models
- Labor market -- Italy -- Mathematical models
- Labor market -- Mathematical models
- Labor market -- Mathematical models -- Congresses
- Labor market -- United States -- Mathematical models
- Labor market -- Zimbabwe -- Mathematical models
- Labor mobility -- Mathematical models
- Labor mobility -- Netherlands -- Mathematical models
- Labor productivity -- Mathematical models
- Labor productivity -- United States -- Mathematical models
- Labor supply -- Effect of taxation on | Mathematical models
- Labor supply -- Effect of technological innovations on -- United States -- Mathematical models
- Labor supply -- Effect of technological innovations on | Mathematical models
- Labor supply -- Germany -- Mathematical models
- Labor supply -- Ireland -- Mathematical models
- Labor supply -- Italy -- Mathematical models
- Labor supply -- Mathematical models
- Labor supply -- Mathematical models -- Congresses
- Labor supply -- Netherlands -- Mathematical models
- Labor supply -- Philippines -- Mathematical models
- Labor supply -- Portugal -- Mathematical models
- Labor supply -- Taxation | Mathematical models
- Labor supply -- Zimbabwe -- Mathematical models
- Labor turnover -- Mathematical models
- Labor union members -- United States -- Mathematical models
- Labor unions -- Mathematical models
- Labor unions -- Organizing | Mathematical models
- Labor unions -- United States -- Mathematical models
- Land tenure -- Soviet Union -- History | Mathematical models
- Land use -- Economic aspects -- England -- Mathematical models
- Land use -- Law and legislation -- Massachusetts | Boston -- Mathematical models
- Land use -- Mathematical models
- Law -- Mathematical models
- Law -- Mathematical models -- Periodicals
- Law firms -- Personnel management | Mathematical models
- Law reform -- Mathematical models
- Lawyers -- Fees | Mathematical models
- Lawyers -- United States -- Evaluation | Mathematical models
- Lead poisoning -- Children -- United States -- Mathematical models
- Legislative bodies -- Mathematical models
- Legislative bodies -- Voting | Decision making | Mathematical models
- Leisure -- Mathematical models
- Letting of contracts -- Mathematical models
- Letting of contracts -- United States -- Mathematical models
- Liability (Law) -- Germany (West) -- Mathematical models
- Liability (Law) -- Mathematical models
- License agreements -- Mathematical models
- Life expectancy -- Economic aspects -- Developing countries -- Mathematical models
- Life expectancy -- Mathematical models
- Life insurance -- Decision making | Mathematical models
- Life insurance -- Finance | Mathematical models
- Ligand binding (Biochemistry) -- Mathematical models -- Congresses
- Liquidity (Economics) -- Mathematical models
- Loans -- Mathematical models
- Loans -- United States -- Mathematical models
- Lobbying -- Behavior -- United States -- Mathematical models
- Lobbying -- Economic aspects -- United States -- Mathematical models
- Local area networks (Computer networks) -- Mathematical models
- Local finance -- Italy -- Mathematical models
- Local finance -- Mathematical models -- Congresses
- Local government -- Corrupt practices -- Indonesia | Aceh -- Mathematical models
- Local government -- Corrupt practices -- Indonesia | Nanggroe Aceh Darussalam -- Mathematical models
- Long-range weather forecasting -- Mathematical models
- Long-term care insurance -- United States -- Mathematical models
- Longevity -- Taiwan -- Attitudes | Mathematical models
- Macroeconomics -- Mathematical models
- Macroeconomics -- Mathematical models -- Congresses
- Macroeconomics -- Mathematical models -- Examinations, questions, etc
- Macroeconomics -- Mathematical models -- Problems, exercises, etc
- Managed care plans (Medical care) -- Mathematical models
- Management -- Mathematical models
- Management contracts -- Mathematical models
- Managerial economics -- Mathematical models
- Manors -- Economic aspects -- England -- Mathematical models
- Manpower planning -- Mathematical models
- Manpower policy -- Mathematical models
- Manpower policy -- Mathematical models -- Congresses
- Manufactures -- Prices | Mathematical models
- Manufacturing industries -- China -- Mathematical models
- Manufacturing industries -- Europe -- History -- 18th century -- Mathematical models
- Manufacturing industries -- United States -- Mathematical models
- Marijuana -- Prices | Mathematical models
- Market segmentation -- Mathematical models
- Market share -- Mathematical models
- Marketing -- Decision making | Mathematical models
- Marketing -- Management | Decision making | Mathematical models
- Marketing -- Management | Mathematical models
- Marketing -- Mathematical models
- Marketing -- Mathematical models -- Congresses
- Marketing research -- Mathematical models
- Markets -- Mathematical models
- Markets -- Mathematical models -- Textbooks
- Markup -- Mathematical models
- Marriage -- Economic aspects -- Developing countries -- Mathematical models
- Marxian economics -- Mathematical models
- Marxian economics -- Mathematical models -- Congresses
- Materials -- Costs | Mathematical models -- Congresses
- Materials -- Mathematical models
- Matrices -- Mathematical models
- Medicaid -- United States -- Mathematical models
- Medical care -- Canada -- Mathematical models
- Medical care -- Developing countries -- Finance | Mathematical models
- Medical care -- India -- Mathematical models
- Medical care -- Mathematical models
- Medical care -- Taxation | Mathematical models
- Medical care -- United States -- Mathematical models
- Medical care, Cost of -- Mathematical models
- Medical personnel -- Developing countries -- Finance | Mathematical models
- Medical policy -- United States -- Mathematical models
- Medically uninsured persons -- Mathematical models
- Medicare -- Mathematical models
- Medicine -- Research | Statistical methods | Mathematical models
- Mercantile system -- East Asia -- Mathematical models
- Merit pay -- Mathematical models
- Metaphysics -- Mathematical models
- Microeconomics -- Mathematical models
- Microeconomics -- Mathematical models -- Congresses
- Migration, Internal -- Italy -- Mathematical models
- Migration, Internal -- Mathematical models
- Mines and mineral resources -- Mathematical models
- Mixed economy -- Mathematical models
- Monetary policy -- Denmark -- Mathematical models
- Monetary policy -- Economic aspects | Mathematical models
- Monetary policy -- Europe -- Mathematical models
- Monetary policy -- European Union countries -- Mathematical models
- Monetary policy -- Germany -- Mathematical models
- Monetary policy -- Great Britain -- Mathematical models
- Monetary policy -- History | Mathematical models
- Monetary policy -- India -- Mathematical models
- Monetary policy -- Mathematical models
- Monetary policy -- Mathematical models -- Congresses
- Monetary policy -- Netherlands -- Mathematical models
- Monetary policy -- United States -- Mathematical models
- Monetary unions -- European Union countries -- Mathematical models
- Money -- Mathematical models
- Money -- Mathematical models -- Congresses
- Money -- Netherlands -- Mathematical models
- Money market -- Mathematical models
- Money supply -- Germany -- Mathematical models
- Money supply -- Great Britain -- Mathematical models
- Money supply -- Mathematical models
- Money supply -- Mathematical models -- Congresses
- Money supply -- United States -- Mathematical models
- Monopolies -- Government policy | Mathematical models
- Monopolies -- Mathematical models
- Monopolistic competition -- Mathematical models
- Monopsonies -- Mathematical models
- Moral hazard -- Mathematical models
- Morphogenesis -- Mathematical models
- Mortality -- Mathematical models
- Mortgage loans -- Mathematical models
- Mortgage-backed securities -- Mathematical models
- Mortgages -- Mathematical models
- Multiagent systems -- Mathematical models
- Multiproduct firms -- Mathematical models
- Nanotechnology -- Research | Mathematical models
- National income -- Accounting | Mathematical models
- National security -- Mathematical models
- Natural disasters -- Economic aspects | Mathematical models
- Natural resources -- International cooperation | Mathematical models
- Natural resources -- Management | Mathematical models
- Natural resources -- Mathematical models
- Negative binomial distribution -- Mathematical models
- Negative income tax -- United States -- Mathematical models
- Negotiation -- Economic aspects | Mathematical models
- Negotiation -- Mathematical models
- Negotiation -- Mathematical models -- Congresses
- Negotiation -- Psychological aspects | Mathematical models
- Negotiation in business -- Mathematical models
- Neighborhoods -- Mathematical models
- Neoclassical school of economics -- Mathematical models
- Netherlands -- Economic conditions -- 1945- -- Mathematical models
- Netherlands -- Economic conditions | Mathematical models
- New business enterprises -- Mathematical models
- New products -- Decision making | Mathematical models
- New products -- Mathematical models
- Newspaper publishing -- Political aspects -- United States -- Mathematical models
- Non-tariff trade barriers -- Mathematical models -- Congresses
- Nonlinear pricing -- Mathematical models
- Nonlinear theories -- Mathematical models
- Norway -- Population | Mathematical models
- Obesity -- Mathematical models
- Obesity -- United States -- Mathematical models
- Occupational mobility -- Mathematical models
- Occupational training -- Economic aspects -- Dominican Republic -- Mathematical models
- Occupations -- Germany -- Mathematical models
- Offshore assembly industry -- Mathematical models
- Offshore oil industry -- Great Britain -- Mathematical models
- Offshore outsourcing -- Mathematical models
- Old age pensions -- Mathematical models
- Older people -- Economic conditions | Mathematical models
- Older people -- Family relationships | Mathematical models
- Older people -- Pharmaceutical assistance -- United States -- Mathematical models
- Oligopolies -- Mathematical models
- Open price system -- Mathematical models
- Operations research -- Mathematical models -- Congresses
- Options (Finance) -- Mathematical models
- Options (Finance) -- Mathematical models -- Congresses
- Options (Finance) -- Prices | Mathematical models
- Options (Finance) -- Valuation | Mathematical models
- Organic acids -- Reactivity | Mathematical models -- Congresses
- Organization -- Mathematical models
- Organizational behavior -- Mathematical models
- Organizational effectiveness -- Mathematical models
- Organizational sociology -- Mathematical models -- Periodicals
- Over-the-counter markets -- Mathematical models
- Paper money -- United States -- History | Mathematical models
- Paradoxes -- Mathematical models -- Congresses
- Parameter estimation -- Mathematical models -- Case studies
- Parent and child -- Economic aspects | Mathematical models
- Parents -- Employment -- Nepal -- Mathematical models
- Patent assignments -- United States -- Mathematical models
- Patent extensions -- Mathematical models
- Patent licenses -- United States -- Mathematical models
- Patents -- Economic aspects | Mathematical models
- Patents -- Europe -- Mathematical models
- Patents -- Mathematical models
- Patents -- Mathematical models | Evaluation
- Patents -- Software -- Mathematical models
- Peace -- Mathematical models
- Peasants -- Soviet Union -- History | Mathematical models
- Peer pressure -- Mathematical models
- Peer pressure in children -- China -- Mathematical models
- Peer review -- Mathematical models
- Pension trusts -- Mathematical models
- Pensions -- Mathematical models
- People with disabilities -- Mathematical models
- Performance -- Mathematical models
- Performance standards -- Mathematical models
- Personnel management -- Mathematical models
- Persuasion (Psychology) -- Economic aspects | Mathematical models
- Petroleum -- Alaska -- Mathematical models
- Petroleum -- Taxation -- United States -- Mathematical models
- Petroleum industry and trade -- Economic aspects -- United States -- Mathematical models
- Petroleum industry and trade -- Europe -- Mathematical models -- Congresses
- Petroleum industry and trade -- Great Britain -- Mathematical models
- Petroleum industry and trade -- Mathematical models
- Petroleum industry and trade -- Mathematical models -- Congresses
- Petroleum industry and trade -- Norway -- Mathematical models -- Congresses
- Petroleum products -- Prices -- Thailand -- Mathematical models
- Petroleum products -- Prices | Mathematical models
- Pharmaceutical industry -- Europe -- Mathematical models
- Pharmaceutical industry -- Patents | Mathematical models
- Pharmaceutical services insurance -- United States -- Mathematical models
- Philippines -- Economic conditions -- 1946-1986 -- Mathematical models
- Philippines -- Population | Mathematical models
- Physics -- Mathematical models
- Poland -- Commercial policy | Mathematical models
- Policy sciences -- Mathematical models
- Policy sciences -- Mathematical models -- Congresses
- Policy sciences -- Mathematical models -- Periodicals
- Political participation -- United States -- Mathematical models
- Political parties -- Europe, Eastern -- Mathematical models
- Political parties -- Mathematical models
- Political planning -- Mathematical models
- Political science -- Decision making | Mathematical models
- Political science -- Mathematical models
- Political sociology -- Mathematical models
- Political stability -- Mathematical models
- Pollution -- Economic aspects | Mathematical models
- Poor -- United States -- Mathematical models
- Population -- Economic aspects | Mathematical models
- Population -- Mathematical models
- Population aging -- Economic aspects | Mathematical models
- Population biology -- Mathematical models
- Population forecasting -- Mathematical models
- Population research -- Mathematical models
- Portfolio management -- Decision making | Mathematical models
- Portfolio management -- Developed countries -- Mathematical models
- Portfolio management -- Mathematical models
- Portfolio management -- Mathematical models -- Textbooks
- Portugal -- Economic conditions -- 1974- -- Mathematical models
- Poverty -- India -- Mathematical models
- Poverty -- Mathematical models
- Poverty -- Mathematical models -- Congresses
- Poverty -- Mathematical models | Econometric models
- Poverty -- United States -- Mathematical models
- Power (Social sciences) -- Mathematical models
- Power resources -- Latin America -- Forecasting | Mathematical models
- Power resources -- Mathematical models -- Congresses
- Power resources -- Mathematical models -- Periodicals
- Power resources -- United States -- Mathematical models
- Prescription pricing -- Mathematical models
- Prescription pricing -- United States -- Mathematical models
- Pressure groups -- United States -- Mathematical models