This textbook, designed for a single semester course, begins
with basic set theory, and moves briskly through fundamental,
exponential, and logarithmic functions. Limits and derivatives
finish the preparation for economic applications, which are
introduced in chapters on univariate functions, matrix algebra, and
the constrained and unconstrained optimization of univariate and
multivariate functions. The text finishes with chapters on
integrals, the mathematics of finance, complex numbers, and
differential and difference equations.
Rich in targeted examples and explanations, Mathematical
Economics offers the utility of a handbook and the thorough
treatment of a text. While the typical economics text is written
for two semester applications, this text is focused on the
essentials. Instructors and students are given the concepts in
conjunction with specific examples and their solutions.
General
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