# Mathematical methods for economist / Stephen Glaister

##### By: Glaister, Stephen [autor]

Publisher: New York : Basil blackwell, ©1984Edition: 3th edDescription: xi, 260 páginas : ilustraciones, gráficos ; 23 cmContent type: texto Media type: no mediado Carrier type: volumenISBN: 0631137122Subject(s): Economía matemática | Métodos matemáticosDDC classification: 510.2433Item type | Current location | Collection | Call number | Vol info | Copy number | Status | Date due | Barcode | Item holds |
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Book | B. Campus los Cerros Colección general | Colección general | 510.2433 G457 (Browse shelf) | 1984 | 1 | Available | 0000042006 |

##### Browsing B. Campus los Cerros Shelves , Shelving location: Colección general , Collection code: Colección general Close shelf browser

510.068 T153m Matemáticas para administración y economía / | 510.068 T153m Matemáticas para administración y economía / | 510.1 W388 Mathematical analysis : | 510.2433 G457 Mathematical methods for economist / | 510.2454 S822 Matemáticas para las ciencias aplicadas | 510.2454 S822 Matemáticas para las ciencias aplicadas | 510.76 G441 Matemáticas para construcción / |

#### Enhanced descriptions from Syndetics:

It is frequently claimed that Britain's environmental policy is second to none. In fact, Britain's record on the environment is one of the worst in the industrialized world.The food we eat contains additives and hormones, many of which have been banned in other countries; farmers are permitted to spray chemicals outlawed in the USA; the controls of radioactive discharges from Britain's reprocessing plant are the least stringent in Europe; and Britain has consistently refused to control the ravages of acid rain. Labour and Conservative administrations alike have show equal disregard for the most pressing environmental problems.In this book environmental journalists, academics and activists critically assess the environmental record of successive British governments. They consider vital isues such as lead pollution, acid rain, hazardous waste, pesticides, nuclear pollution, nuclear dumping, cancer policy, asbestos, nutritional policy, drugs, river pollution, farming policy and wildlife. The result is an invaluable handbook which will be essential reading for anyone concerned with the environment in which we live..

Include Bibliography and index.

Introduction. -- Vectors and matrices. -- Operations on vectors. -- Operations on matrices. -- Properties of sets of vectors. -- Determinants. -- Solving systems of equations. -- Eigenvalues and difference equations. -- Quadratic forms. -- Elementary analysis; sets. -- Functions. -- Differentiation and derivatives. -- Taylor´s theorem. -- Theory of maximization and minimization. -- Functions of several variables. -- Constrained optimization. -- Comparative statics. -- Integration and differential equations.

It provides economists with a firm grounding in the mathematical fundamentals of their discipline. The author has assumed that the reader has nothing but the most rudimentary background in mathematics. The book covers both linear algebra and the calculus, as well as important topics such as convexity, nonlinear programming and constrained optimization, the solution of linear systems, eigenvalues of matrices and dynamic analysis. Throughout, the text emphasizes applications. In this new edition the autor has included simple computer programs in the BASIC language to help explain points of principle and to illustrate the practical uses of these techniques.

### Table of contents provided by Syndetics

**Preface to Third Edition****Preface to the First Edition****1 Introduction****2 Vectors and matrices****3 Operations on vectors****4 Operations on matrices****5 Properties of sets of vectors****6 Determinants****7 The matrix inverse****8 Solving systems of equations****9 Eigenvalues and difference equations****10 Quadratic forms****11 Elementary analysis: sets****12 Functions****13 Differentiation and derivatives****14 Taylor's theorem****15 Theory of maximization and minimization****16 Functions of several variables****17 Constrained optimization****18 Comparative statistics****19 Integration and differential equations****Bibliography****Answers to odd-numbered problems****Review problems****Index**

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