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Analysis of partial differential equation models in macroeconomics
International Journal of Advanced Academic Studies · 2020 · Vol. 2(3) · pp. 839–841
Abstract
Macroeconomics theory has focused on studying system of difference equations or ordinary differential equations describing the evolution of a relatively small number of macroeconomics aggregates. These system are typically derived from the optional control problem of a representing agent,; the purpose of a is to get mathematicians interested in studying a number of partial differential equations (PDEs) that naturally arise in macroeconomics these PDEs come from models designed to study some of the most important questions in Economics.
Stochastic processes and financial applicationsEconomic theories and modelsFinancial Risk and Volatility ModelingPartial differential equationOrdinary differential equationDifferential equationApplied mathematicsMathematical economicsMathematicsFirst-order partial differential equationDifferential (mechanical device)Mathematical analysisPhysics
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References
Numerical application of third derivative hybrid block methods on third order initial value problem of ordinary differential equations
International Journal of Statistics and Applied Mathematics · 2019 · 4 citations
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