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• Calculus Reference
• 0.1 Graphs of Functions
• 0.2 Limits and Derivatives
• 0.3 Multivariable Functions
• Unconstrained Optimization
• 1.1 Single-Variable Optimization
• 1.2 Concavity
• 1.3 Multivariable Optimization
• Constrained Optimization
• 2.1 Equality Constraints
• 2.2 Inequality Constraints
• 2.3 The Kuhn-Tucker Conditions
• Comparative Statics
• 3.1 The Implicit Function Theorem
• 3.2 The Envelope Thoerem
• Sufficient Conditions
• 4.1 The Extreme Value Theorem
• 4.2 The Bordered Hessian
• 4.3 Separation
• 4.4 Concave Programming
• 4.5 Quasiconcavity