In this paper we extend the known results on - complex Hermitian Finsler spaces from [4], by the study of three special - complex Hermitian Finsler spaces with (α,β)-metrics. We characterize the - complex Hermitian Finsler versions of the Kropina metric, Matsumoto metric and another ...
03 Oka-1 manifolds 56:03 Surface slices and homology spheres 1:06:29 ag1-Convex and Discrete Geometry Summer School 1:01:23 ag2-Convex and Discrete Geometry Summer School 1:06:15 ag3-Convex and Discrete Geometry Summer School 1:05:44 Complex Monge-Ampére equations on compact Hermitian ...
复矩阵、厄米矩阵和酉矩阵 157-Complex, Hermitian, and Unitary M...。听TED演讲,看国内、国际名校好课,就在网易公开课
For CSYMM and ZSYMM, matrixAis complex symmetric. For CHEMM and ZHEMM, matrixAis complex Hermitian. Table 1. Data Types Data Types α,A,B,β,CSubprogram Short-precision realSSYMM Long-precision realDSYMM Short-precision complexCSYMM and CHEMM ...
Immitance-Type Three-Term Schur and Levinson Recursions for Quasi-ToeplitzComplex Hermitian Matrices A comprehensive analysis is made of Schur- and Levinson-type algorithms forToeplitz and quasi-Toeplitz matrices that have half the number of multiplication... Y Bistritz,H Lev-Ari,T Kailath 被引量...
Ferreira M. and Sommen F., Complex boosts: a Hermitian Clifford algebra approach, Advances in Appl. Clifford Algebra 23(2) (2013) 339-362.M. Ferreira and F. Sommen, Complex Boosts: A Hermitian Clifford Algebra Approach . Adv. Appl. Clifford Alg. 23 (2) (2013), 339-362....
I wish to create a function to calculate Cholesky Decomposition of a Complex Hermitian Matrix. I am using the Cholesky-Banachiewicz Algorithm from here : https://en.wikipedia.org/wiki/Cholesky_decomposition#Example Here is my function : https://code.sololearn.com/cqEyMBcBBX8t/#cpp But ...
Summary This paper is concerned with several variants of the Hermitian and skew-Hermitian splitting iteration method to solve a class of complex symmetric linear systems. Theoretical analysis shows that several Hermitian and skew-Hermitian splitting based iteration methods are unconditionally convergent. Num...
These subroutines compute eigenvalues, and optionally, the eigenvectors of a real symmetric band matrix or a complex Hermitian band matrix: SSBEV and DSBEV compute all eigenvalues, and optionally, the eigenvectors of real symmetric band matrix A, stored in ei...
Hermitian forms with complex random data arise in some areas of physics when one studies the effect of the noise in some frequency interval. In this context, a central-limit theorem is proved for independent Gaussian variables in the complex plane. The non-Gaussian case is also studied and the...