Mathematics for economics
by Michael Hoy ...(et al.)
- 2nd ed.
- New Delhi Prentice-Hall of India Private Limited 2004
- xv, 1128p. 24 cm
Includes index and appendix
Introduction and fundamentals Introduction Review of fundamentals Sequences, Series and Limits Uni-variate calculus and optimization Continuity of functions Derivative and differential for functions of one variable Optimization of functions of one variable Linear algebra Systems of Linear equations Matrices Determinants and inverse matrix Advanve topivs in linear algebra Multivariate calculus Calculus for functions of n- variables Optimization for functions of n- variables Constrained optimization Comparative statistics Concave programming and Kuhn-Tucker conditions Integration and dynamic methods Integration Mathematics for economic dynamics Linear, first order difference equations Non-linear first order difference equations Linear second order difference equations Linear first order differential equations Non-linear first order differential equations Linear second order differential equations Simultaneous systems of differential and difference equations Optimal control theory