About the Book
Please note that the content of this book primarily consists of articles available from Wikipedia or other free sources online. Pages: 266. Chapters: Integral transforms, Matrices, Transforms, Unitary operators, Linear map, Fourier analysis, Discrete Fourier transform, Positive-definite matrix, Burrows-Wheeler transform, Box-Muller transform, Pauli matrices, List of Fourier-related transforms, Laplace transform, Bilinear transform, Orthogonal matrix, Jones calculus, Condition number, Kernel, Unitary matrix, Magic square, Column space, Symmetric matrix, Z-transform, Toeplitz matrix, Normal matrix, Identity matrix, Column vector, Givens rotation, Shift operator, Rotation matrix, Eigenvalues and eigenvectors, Hilbert transform, Gamma matrices, List of matrices, Unbounded operator, Reassignment method, Invertible matrix, Triangular matrix, Legendre transformation, Cabibbo-Kobayashi-Maskawa matrix, Discrete-time Fourier transform, Diagonalizable matrix, Projection, Skew-symmetric matrix, Hadamard matrix, Levinson recursion, Hankel transform, Permutation matrix, Radon transform, Wigner D-matrix, Supermatrix, Covariance matrix, Jacobian matrix and determinant, Data transformation, Transformation matrix, Linear functional, Bicomplex number, Substitution matrix, Fractional Fourier transform, Short-time Fourier transform, Block matrix, Pascal matrix, Matrix chain multiplication, Unimodular matrix, Transpose, Cayley transform, Linear canonical transformation, Hessian matrix, Adjacency matrix, Chirplet transform, S-matrix, Convex conjugate, Wigner distribution function, Weyl-Brauer matrices, Mellin transform, Conference matrix, Y- transform, Abel transform, Row space, Vandermonde matrix, Binomial transform, Circulant matrix, Power transform, Riemann-Liouville integral, Hadamard transform, Continuous wavelet transform, Overlap-add method, Inverse scattering transform, Cartan matrix, Hubbard-Stratonovich transformation, Stochastic matrix, DFT matrix, Householder transformati...
