ENGLISH

Imaginary Mathematics for Computer Science

By John Vince

Book information

Publisher
Springer
Year
2019
ISBN
9783319946368, 3319946366
Language
english
Format
PDF
Filesize
10 MB (10737382 bytes)
Pages
0\309
Time added
2018-08-18 00:57:33

Description

Provides a comprehensive introduction to imaginary mathematics for computer science Includes chapters on the Riemann hypothesis and the Mandelbrot set Contains a large number of worked examples Imaginary mathematics placed in an historical context Front Matter ....Pages i-xvii Introduction (John Vince)....Pages 1-10 Complex Numbers (John Vince)....Pages 11-53 Matrix Algebra (John Vince)....Pages 55-109 Quaternions (John Vince)....Pages 111-140 Octonions (John Vince)....Pages 141-151 Geometric Algebra (John Vince)....Pages 153-188 Trigonometric Identities Using Complex Numbers (John Vince)....Pages 189-193 Combining Waves Using Complex Numbers (John Vince)....Pages 195-219 Circuit Analysis Using Complex Numbers (John Vince)....Pages 221-227 Geometry Using Geometric Algebra (John Vince)....Pages 229-236 Rotating Vectors Using Quaternions (John Vince)....Pages 237-278 Complex Numbers and the Riemann Hypothesis (John Vince)....Pages 279-285 The Mandelbrot Set (John Vince)....Pages 287-291 Conclusion (John Vince)....Pages 293-296 Back Matter ....Pages 297-301

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