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Home » Social Sciences » Economics » Mathematical Economics (V-U) » Topic 158: Optimal Timing: A Problem of Wine Storage (V-U)

Topic 158: Optimal Timing: A Problem of Wine Storage (V-U)

Course:Mathematical Economics (V-U)
Discipline:Social Sciences
Institute:Virtual University
Instructor(s): Prof. Dr. Bilal Mehmood
Level:Undergraduate

Mathematical Economics (V-U)

: Input-Output Analysis in case of Closed Economy. (V-U)
Topic 001: Demystifying Mathematics and Mathematical Economics. (V-U)
Topic 002: Mathematical versus Nonmathematical Economics (V-U)
Topic 003: Mathematical Economics versus Econometrics. (V-U)
Topic 004: Ingredients of a Mathematical Model: Variables and Economic Variables. (V-U)
Topic 025: Types of Functions: Polynomial Function: Cubic Functions. (V-U)
Topic 005: Ingredients of a Mathematical Model: Constants and Parameters (V-U)
Topic 026: Cubic Cost functions. (V-U)
Topic 006: A Few Aspects of Logic: Propositions, Implications and Necessary and Sufficient Conditions. (V-U)
Topic 027: Rational Functions (V-U)
Topic 007: The Real-Number System (V-U)
Topic 028: Other Types: Rectangular Hyperbolic Function (V-U)
Topic 008: Use of Sets in economics: Set Notation. (V-U)
Topic 029: Other Types: Non-algebraic Exponential Functions (V-U)
Topic 050: Effect of Tax on Consumer on Partial Market Equilibrium. (V-U)
Topic 009: Use of Sets in economics: Operations of Sets. (V-U)
Topic 030: Population Growth using General Exponential Functions (V-U)
Topic 051: Partial Market Equilibrium-A Nonlinear Model. (V-U)
Topic 010: Use of Sets in economics: Laws of Operations of Sets. (V-U)
Topic 031: Other Types: Non-algebraic Natural Exponential Functions (V-U)

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