| No. |
Formats |
Title
|
| 1 |
 |
Calculus and Math Reference Sheet |
| 2 |
 |
Greek Alphabet |
| 3 |
 |
Assumptions of the Pure Neoclassical Microeconomic Theory Under Static
Certainty |
| 4 |
 |
Logical Fallacies |
| 5 |
 |
Logic and Proofs |
| 6 |
 |
Concept of an Elasticity |
| 7 |
 |
Properties of a Quadratic Function |
| 8 |
 |
Properties of a Cobb-Douglas Function |
| 9 |
 |
Stage II as the Rational Stage of Production |
| 10 |
 |
Elasticity of Scale Relationships |
| 11 |
 |
Derivation of the MRTS and the Curvature of an Isoquant |
| 12 |
 |
Elasticity of Substitution |
| 13 |
 |
Properties of Linearly Homogeneous Production Functions |
| 14 |
 |
Elasticity of Substitution for a Linearly Homogeneous Function |
| 15 |
 |
Demonstration of MP and AP for Linearly Homogeneous Function |
| 16 |
 |
Distinction Between Euler's Theorem and the Clark-Wicksteed Product
Exhaustion Theorem |
| 17 |
 |
Some Alternative Functional Forms of Agricultural Production Functions |
| 17A |
 |
Plots of Various Production Functions |
| 17B |
 |
Quadratic function plots |
| 17C |
 |
Cobb Douglas function plots |
| 18 |
 |
The Cobb-Douglass Production Function and Constant Input Elasticities |
| 19 |
 |
Stages and Regions of the Production Function |
| 20 |
 |
Decomposition of the Sources of Differences In Average Products |
| 21 |
 |
Mathematical Optimization |
| 22 |
 |
A Graphical Depiction of Mathematical Optimization |
| 23 |
 |
Mathematical Review Continued: On the Concept of Convexity in Microeconomics |
| 24 |
 |
More on Constrained Optimization |
| 25 |
 |
Determinants |
| 26 |
 |
Issues Relating to Cost Minimization, Profit Maximization, and the
Expansion Path |
| 27 |
 |
Checking Fourth, "Third-order" Conditions for Constrained Optimization |
| 28 |
 |
Response to a Request for a Numerical Example of Constrained Optimization |
| 29 |
 |
Optimization Revisited |
| 30 |
 |
Alternative Types of Input Demand Functions |
| 31 |
|
Deriving Input Demand Curves Mathematically |
| 31A |
 |
Properties of Ordinary Input Demand Functions |
| 32 |
 |
Derivation of Indirect Cost Functions from Production Functions |
| 33 |
 |
And More Duality: Derivation of the Production Function from the Indirect
Cost Function |
| 34 |
 |
Different Treatments by Authors of Multiple Product Production Processes |
| 35 |
 |
Optimization for Multiple Product Firms |
| 36 |
 |
Choice of Utility Function Form: Its Effect on Classification of Risk
Preferences and the Prediction of Farmer Decisions |