Matrix computations GH Golub, CF Van Loan JHU press, 2013 | 83502 | 2013 |
Nineteen dubious ways to compute the exponential of a matrix, twenty-five years later C Moler, C Van Loan SIAM review 45 (1), 3-49, 2003 | 3097 | 2003 |
An analysis of the total least squares problem GH Golub, CF Van Loan SIAM journal on numerical analysis 17 (6), 883-893, 1980 | 2567 | 1980 |
Computational frameworks for the fast Fourier transform C Van Loan Society for Industrial and Applied Mathematics, 1992 | 2137 | 1992 |
Nineteen dubious ways to compute the exponential of a matrix C Moler, C Van Loan SIAM review 20 (4), 801-836, 1978 | 1943 | 1978 |
Matrix computations GH Gloub, CF Van Loan Johns Hopkins Universtiy Press, 3rd edtion, 1996 | 1594 | 1996 |
The ubiquitous Kronecker product CF Van Loan Journal of computational and applied mathematics 123 (1-2), 85-100, 2000 | 1208 | 2000 |
Computing integrals involving the matrix exponential C Van Loan IEEE transactions on automatic control 23 (3), 395-404, 1978 | 1088 | 1978 |
A Hessenberg-Schur method for the problem AX+ XB= C G Golub, S Nash, C Van Loan IEEE Transactions on Automatic Control 24 (6), 909-913, 1979 | 1068 | 1979 |
Generalizing the singular value decomposition CF Van Loan SIAM Journal on numerical Analysis 13 (1), 76-83, 1976 | 878 | 1976 |
Матричные вычисления Д Голуб, В Лоун Мир, 1989 | 851 | 1989 |
Matrix computations CF Van Loan, GH Golub Johns Hopkins University Press, 1983 | 726 | 1983 |
A storage-efficient WY representation for products of Householder transformations R Schreiber, C Van Loan SIAM Journal on Scientific and Statistical Computing 10 (1), 53-57, 1989 | 511 | 1989 |
Approximation with Kronecker products CF Van Loan, N Pitsianis Linear algebra for large scale and real-time applications, 293-314, 1993 | 492 | 1993 |
The WY representation for products of Householder matrices C Bischof, C Van Loan SIAM Journal on Scientific and Statistical Computing 8 (1), s2-s13, 1987 | 436 | 1987 |
Computation of the singular value decomposition using mesh-connected processors RP Brent, FT Luk, C Van Loan Cornell University, 1982 | 343 | 1982 |
The sensitivity of the matrix exponential C Van Loan SIAM Journal on Numerical Analysis 14 (6), 971-981, 1977 | 338 | 1977 |
GEMM-based level 3 BLAS: high-performance model implementations and performance evaluation benchmark B Kågström, P Ling, C Van Loan ACM Transactions on Mathematical Software (TOMS) 24 (3), 268-302, 1998 | 332 | 1998 |
A Schur decomposition for Hamiltonian matrices C Paige, C Van Loan Linear Algebra and its applications 41, 11-32, 1981 | 331 | 1981 |
A symplectic method for approximating all the eigenvalues of a Hamiltonian matrix C Van Loan Linear algebra and its applications 61, 233-251, 1984 | 284 | 1984 |