Mathematics for economics / by Michael Hoy ... [et al.]

Includes answers and index.

INTRODUCTION AND FUNDAMENTALS -- Introduction -- Review of fundamentals -- Sequences, Series and Limits -- UNIVARIATE CALCULUS AND OPTIMIZATION -- Continuity of functions -- Derivative and differential for functions of one variable -- Optimization of functions of one variable -- LINEARLGRBRA -- Systems of Linear equations -- Matrices -- Determinants and inverse matrix -- Some advance topics in linear algebra -- MULTIVARIATE CALCULUS -- Calculus for functions of n- variables -- Optimization of functions of n- variables -- Constrained optimization -- Comparative statistics -- Concave programming and Kuhn-Tucker conditions -- INTEGRATION AND DYNAMIC METHODS -- Integration -- An introduction to 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