Mathematical methods for economics : tools and applications / M.S. Mukras.

The necessity for a mathematical approach in economics--Basic Principles in scalar algebra--Linear and quadratic equations and in equations--Univariate functions--Economic applications--Univariate nonlinear functions--Economic applications--Exponential and logarithmic functions--Economic Applications--Mathematics of finance--Differentiation 1:from limits to the derivative--A selection of functions 1:A set of functions frequently applied in economics--Differentiation 2:rules of differentiation and polynomial approximations--Economics Applications--A selection of functions 2:Additional functions frequently applied in economics--Differentiation 3:Exponential and logarithmicfunctions--Mathematics of finance--Differentiation 1:From limits to the derivative--A selections of functions:a set of functions frequently used in economics--Differentiation and polynomial approximations--Economic applications-- A selection of functions 2--Additional Functions Frequently applied in Economics--Differentiation 3:Exponential and logarithmic functions--Bivariate,multivariate,specific and general functions--Partial differentiation and comparative static analysis--economic applications--Differentials--Matrix algebra 1:Basic concepts--Matrix algebra 2 :Determinants,matrix inverse and systems of equations--Optimization --Dynamic analysis.