Essential mathematics for economics
Essential mathematics for economics
This short book is aimed at undergraduate students with a very standard knowledge of algebra learnt at the high school, and it appears as "self contained". According to the long teaching experience of the authors, it was written in order to furnish nearly all the material both for a 90-hour course of "Mathematics for Economics", and for a 45-hour course of "Financial Mathematics", the first part being covered by the chapters from 1 to 10, and the second by the chapters from 11 to 14.
- University of Brescia Italy
- University of Trieste Italy
basic concepts of financial mathematic, Logic and set theory, exponential and logarithmic function, limit, integral calculu, real functions of many real variable, real-valued functions of one real variable, differential calculu, matrix algebra and the structure of R^n, Logic and set theory; mappings and relations; combinatorics; real numbers; real-valued functions of one real variable; continuous functions; limits; exponential and logarithmic functions; differential calculus; integral calculus; matrix algebra and the structure of R^n; real functions of many real variables; basic concepts of financial mathematics; annuities and debt amortization; solutions to selected exercises, continuous function, annuities and debt amortization, combinatoric, real number, mappings and relation, solutions to selected exercises, Logic and set theory; mappings and relations; combinatorics; real numbers; real-valued functions of one real variable; continuous functions; limits; exponential and logarithmic functions; differential calculus; integral calculus; matrix algebra and the sstructure of R^n; real functions of many real variables; basic concepts of financial mathematics; annuities and debt amortization; solutions to selected exercises.
basic concepts of financial mathematic, Logic and set theory, exponential and logarithmic function, limit, integral calculu, real functions of many real variable, real-valued functions of one real variable, differential calculu, matrix algebra and the structure of R^n, Logic and set theory; mappings and relations; combinatorics; real numbers; real-valued functions of one real variable; continuous functions; limits; exponential and logarithmic functions; differential calculus; integral calculus; matrix algebra and the structure of R^n; real functions of many real variables; basic concepts of financial mathematics; annuities and debt amortization; solutions to selected exercises, continuous function, annuities and debt amortization, combinatoric, real number, mappings and relation, solutions to selected exercises, Logic and set theory; mappings and relations; combinatorics; real numbers; real-valued functions of one real variable; continuous functions; limits; exponential and logarithmic functions; differential calculus; integral calculus; matrix algebra and the sstructure of R^n; real functions of many real variables; basic concepts of financial mathematics; annuities and debt amortization; solutions to selected exercises.
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