Mathematics for economics [electronic resource] / Michael Hoy, John Livernois, Chris McKenna, Ray Rees, and Thanasis Stengos.

. Pt.1. Introduction and Fundamentals
Ch.2. Review of Fundamentals
Ch.3. Sequence, Series, and Limits
Pt.2. Univariate Calculus and Optimization
Ch.4. Continuity of Functions
Ch.5. The Derivative and Differential for Functions of One Variable
Pt.3. Linear Algebra
Ch.7. Systems of Linear Equations
Ch.8. Matrices
Ch.9. Determinants and the Inverse Matrix
Ch.10. Some Advanced Topics in Linear Algebra
Pt.4. Multivariate Calculus
Ch.11. Calculus for Functions of n-variables
Ch.12. Optimization of Functions of n-variables
Ch.13. Constrained Optimization
Ch.14. Comparative Statics
Ch.15. Concave Programming and the Kuhn-Tucker Conditions
Pt.5. Integration and Dynamic Methods
Ch.16. Integration
Ch.17. An Introduction to Mathematics for Economic Dynamics
Ch.18. Linear, First-Order Difference Equations
Ch.19. Nonlinear, First-Order Difference Equations
Ch.20. Linear, Second-Order Difference Equations
Ch.21. Linear, First-Order Differencial Equations
Ch.22. Nonlinear, First-Order Differential Equations
Ch.3. Linear, Second-Order Differential Equations
Ch.24. Simultaneous Systems of Differential and Difference Equations
Ch.25. Optimal Control Theory.