Titlebook: Lanczos Algorithms for Large Symmetric Eigenvalue Computations Vol. II Programs; Jane K. Cullum,Ralph A. Willoughby Book 1985 Springer Sci

filicide

GEAR

Factored Inverses of Real Symmetric Matrices,applying a single-vector Lanczos procedure to the inverse of an associated matrix B ≡ PCP., where C = S0*A + SHIFT*I. The scalars S0 and SHIFT are specified by the user, selected in such a way that the resulting matrix C (or B) has a reasonable numerical condition. The permutation matrix P is chosen

不在灌木叢中

larder

Real Rectangular Matrices, rectangular matrices, using a single-vector Lanczos procedure. For a given real rectangular ? × n matrix A, these codes compute nonnegative scalars . and corresponding real vectors x ≠ 0 and y ≠ 0 such that . Every real rectangular ?xn matrix, where ? . n, has a singular value decomposition, . wher

tic-douloureux

Nondefective Complex Symmetric Matrices, using a single-vector Lanczos procedure. For a given nondefective, complex symmetric matrix A, these codes compute complex scalars à and corresponding complex vectors x ≠ 0 such that . . A complex nxn matrix A ≡ (a.), 1 ≤ i,j ≤ n, is complex symmetric if and only if for every i and j, a. = a.. A co

arthrodesis

FLOAT

978-1-4684-9180-7Springer Science+Business Media New York 1985

BURSA

Overview: 978-1-4684-9180-7978-1-4684-9178-4

母豬

https://doi.org/10.1007/978-1-4684-9178-4Eigenvalue; Factor; Fortran; Matrix; Processing; algorithms; code; computation; documentation; eigenvector; ma

針葉樹

Real Symmetric Matrices,ing a single-vector Lanczos procedure. For a given real symmetric matrix A, these codes compute real scalars λ and corresponding real vectors x ≠ 0, such that . DEFINITION 2.1.1 A real nxn matrix A = (a.), 1 ≤ i,j ≤ n, is a real symmetric matrix if and only if for every i and j, a. = a..