Higher Mathematics for Physics and Engineering
Download Higher Mathematics for Physics and Engineering by Hiroyuki Shima and Tsuneyoshi Nakayama Book. Includes the latest developments in physics and engineeringoriented higher mathematics, such as for quantum information theory and mathematical topology for knot theory. Exposition of mathematical concepts underlying physical phenomena. Combines mathematical rigour with practical applications. Offers learning and teaching aids as workedout examples with solutions for the application of higher mathematics in physics and engineering. Readerfriendly summaries in each chapter.
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Book Details:
Higher Mathematics for Physics and Engineering  
Language  English 
File Type  
PDF Pages  771 
Author  Hiroyuki Shima and Tsuneyoshi Nakayama 
File Size & Downloads  Size 4.7 MB 
Table Of Content:

Preliminaries

Real Sequences and Series

Real Functions

Hilbert Spaces

Orthonormal Polynomials

Lebesgue Integrals

Complex Functions

Singularity and Continuation

Contour Integrals

Conformal Mapping

Fourier Series

Fourier Transformation

Laplace Transformation

Wavelet Transformation

Ordinary Differential Equations

Partial Differential Equations

System of Ordinary Differential Equations

Cartesian Tensors

NonCartesian Tensors

Tensor as Mapping
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