Imaginary Mathematics for Computer Science 1st ed. 2018 H X, 290 p. 120 illus. in color. 18
Vince, John 著
目次
Introduction.- Complex Numbers.- Matrix Algebra.- Quaternions.- Octonions.- Geometric Algebra.- Trigonometric Identities using Complex Numbers.- Combining Waves using Complex Numbers.- Circuit Analysis using Complex Numbers.- Geometry Using Geometric Algebra.- Rotating Vectors using Quaternions.- Complex Numbers and the Riemann Hypothesis.- The Mandelbrot Set.- Conclusion.- Index.
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