An introduction to mathematics for students of economics /

Bibliographic Details
Main Author:	Lewis, John Parry
Format:	Book
Language:	English
Published:	London : Macmillan, 1969
Edition:	2nd ed.
Subjects:	TEOREMAS FUNCIONES TRIGONOMETRICAS FUNCIONES EXPONENCIALES GEOMETRIA ANALISIS FUNCIONAL VARIABLES TEORIA DE LIMITES DIFERENCIACION INTEGRALES LOGARITMOS ECUACIONES DIFERENCIALES ECUACIONES CUBICAS NUMEROS COMPLEJOS ALGEBRA LINEAL ANALISIS VECTORIAL TRIGONOMETRIA CALCULO FUNCIONAL LIMITE FUNCIONES HIPERBOLICAS VECTORES

Table of Contents:

Section I: Algebra: I. Revision of elemtary algebra
II. The summation and convergence of some simple series
III. Permutations, combinations and the binomial theorem
Section II: Trigonometry and geometry: IV. Basic trigonometry
V. Co-ordinate geometry
VI. Conic sections and polar co-ordinates
Section III: Calculus: functions of one variable: VII. Continuity and limits
VIII. Rates of change of ecoomic variables
IX. Differentiation
X. Differentation
XI. Maxima, minima and points of inflexion
XII. Integration
XIII. Logarithms
XIV. Exponentials
XV. Some techniques of differentiation
XVI. Some techniques of integration
XVII. Maclaurinþs and Taylorþs theorems
Section IV: Calculus: Functions of many variables: XVIII. Partial differentiation
XIX. Partial differentiation
XX. Maxima and minima of functions of two or more variables
XXI. Restricted maxima and minima and lagrange multipliers
XXII. Homogeneous functions and Eulerþs theorem
XXIII. Multiple, linear and surface integration
XXIV. Differentials
Section V: Mathematics of fluctuations and growth: XXV. Complex numbres
XXVI. Differential equations
XXVII. Difference
Section VI: Chiefly linear algebra: XXVIII. Sets, numbers and binary operations
XXIX. Vectors, matrices and determinants
XXX. Linear dependence
XXXI. Equivalence, partitioning and rank
XXXII. The solubility of linear equations
XXXIII. More linear programming and algebra
Appendices
Bibliography
Answers
Tables
Index

Similar Items