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Mathematics in Economics

Mathematics in Economics
151-0335/01
čeština Mathematics in Economics
151-0335/02
čeština

Summary

This course connects the existing knowledge of mathematics and economics obtained at bachelor level of study so that students apply the knowledge of mathematics in the area of microeconomics and macroeconomics. The aim of this course is to enable students to understand the benefits of using mathematics as a very useful tool for understanding objective economic reality using mathematical abstraction. Students should discover connections and relationships by comparing economic phenomena having different content but same formal description. This approach allows students to achieve a deeper knowledge of economics.

Literature

DOWLING, Edward T. Schaum's Outline of Introduction to Mathematical Economics. New York: McGraw-Hill, 2011. 552 s. ISBN 978-0071762519.
KLEIN, Michael. Mathematical Methods for Economics. London: Pearson College, 2019. 580 s. ISBN 978-0201726268 .
MAVRON, Vassilis a Timothy PHILLIPS. Elements of Mathematics for Finance. London: Springer, 2007. 322 s. ISBN 978-3-540-05117-6 .

Advised literature

CHIANG, Alpha a Kevin WAINWRIGHT. Fundamental Methods of Mathematical Economics. New York: McGraw-Hill/Irwin, 2004. 704 s. ISBN 0-07-066219-3.
SYDSAETER, Knut a Peter HAMMOND. Essential Mathematics for Economic Analysis. London: Pearson College, 2008. 721 s. ISBN 978-0273713241 .
YU Kam. Mathematical Economics: Prelude to the Neoclassical Model. Heidelberg: Springer, 2019. 227 s. ISBN 978-3030272913 .


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Language of instruction čeština, čeština
Code 151-0335
Abbreviation ME 335
Course title Mathematics in Economics
Coordinating department Department of Mathematical Methods in Economics
Course coordinator doc. Ing. Petr Seďa, Ph.D.