Higher Mathematics 3.

Fülszöveg

HIGHER MATHEMATICS
Worked Examples and Problems with Elements of Theory
In Three Parts
The idea of designing the first two )arts of this three-part problem book )elongs to Professor B. Demidovich, )ut his early death prevented him rom putting it into practice. The dans of Professor Demidovich were [eveloped and realized by a group of uthors who have had long peda-ogical experience lecturing higher aathematics to engineering students.
The structure of the book was sug-ested by Professor A. Efimov, who Iso carried out the general editor-hip.
The problems contained in the book over the branches of mathematics tudied at engineering colleges.
Each section is supplied with a irief introduction containing the rel-vant theoretical material (defini-ions, formulas, theorems) and a lenty of thoroughly worked exam-»les.
All the problems are furnished ^ith answers and the most complicat-id of them with solutions.
'continued on back flap)
(continued from front flap)
Part 1. Linear... Tovább

Fülszöveg

HIGHER MATHEMATICS
Worked Examples and Problems with Elements of Theory
In Three Parts
The idea of designing the first two )arts of this three-part problem book )elongs to Professor B. Demidovich, )ut his early death prevented him rom putting it into practice. The dans of Professor Demidovich were [eveloped and realized by a group of uthors who have had long peda-ogical experience lecturing higher aathematics to engineering students.
The structure of the book was sug-ested by Professor A. Efimov, who Iso carried out the general editor-hip.
The problems contained in the book over the branches of mathematics tudied at engineering colleges.
Each section is supplied with a irief introduction containing the rel-vant theoretical material (defini-ions, formulas, theorems) and a lenty of thoroughly worked exam-»les.
All the problems are furnished ^ith answers and the most complicat-id of them with solutions.
'continued on back flap)
(continued from front flap)
Part 1. Linear Algebra and Funda- > mentals of Mathematical Analysis
Contents. Introduction to Analysis. Vector Algebra and Analytical Geometry. Determinants and Matrices. Elements of Linear Algebra. Differential Calculus: Functions of One Variable. Integral Calculus: Functions of One Variable. Differential Calculus: Functions of Several Variables.
Part 2. Advanced Topics of Mathematical Analysis
Contents. Multiple Integrals. Differential Equations. Vector Analysis. The Theory of Functions of a Complex Variable. Series and Their Application. Operational Calculus.
Part 3. Special Courses
Contents. The Theory of Probability. Mathematical Statistics. Partial Differential Equations. Integral Equations.
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