نتائج البحث

Riemannian gradient descent methods for graph-regularized matrix completion

• Authors : Dong, Shuyu; Absil, Pierre-Antoine; Gallivan, K.A. ...

Subjects: Geometry and Topology; Algebra and Number Theory; Numerical Analysis

• Source: Linear Algebra and its Applications, Vol. 623, p. 193-235 (2021)

تفاصيل العنوان

A Riemannian Limited-Memory BFGS Algorithm for Computing the Matrix Geometric Mean

• Authors : Yuan, Xinru; Huang, Wen; Absil, P.-A.

Subjects: General Earth and Planetary Sciences; General Environmental Science

• Source: Procedia Computer Science ; volume 80, page 2147-2157 ; ISSN 1877-0509

تفاصيل العنوان

Low-rank incremental methods for computing dominant singular subspaces

• Authors : Baker, C.G.; Gallivan, K.A.; Van Dooren, P.

• Source: Linear Algebra and its Applications ; volume 436, issue 8, page 2866-2888 ; ISSN 0024-3795

تفاصيل العنوان

Low-rank incremental methods for computing dominant singular subspaces

• Authors : C.G., Baker; Baker, C.G.; Gallivan, K.A.

تفاصيل العنوان

H 2 -optimal model reduction of MIMO systems

• Authors : Van Dooren, P.; Gallivan, K.A.; Absil, P.-A.

Subjects: Applied Mathematics

• Source: Applied Mathematics Letters ; volume 21, issue 12, page 1267-1273 ; ISSN 0893-9659

تفاصيل العنوان

A truncated-CG style method for symmetric generalized eigenvalue problems

• Authors : Absil, P.-A.; Baker, C.G.; Gallivan, K.A.

Subjects: Applied Mathematics; Computational Mathematics

• Source: Journal of Computational and Applied Mathematics ; volume 189, issue 1-2, page 274-285 ; ISSN 0377-0427

تفاصيل العنوان

High performance algorithms for Toeplitz and block Toeplitz matrices

• Authors : Gallivan, K.A.; Thirumalai, S.; Van Dooren, P.

Subjects: Discrete Mathematics and Combinatorics; Geometry and Topology; Numerical Analysis

• Source: Linear Algebra and its Applications ; volume 241-243, page 343-388 ; ISSN 0024-3795

تفاصيل العنوان

Riemannian gradient descent methods for graph-regularized matrix completion

Subjects: Geometry and Topology; Algebra and Number Theory; Numerical Analysis

• Source: Linear Algebra and its Applications, Vol. 623, p. 193-235 (2021)

تفاصيل العنوان

Low-Rank Incremental Methods for Computing Dominant Singular Subspaces

Subjects: info:eu-repo/semantics/article

• Source: Linear Algebra and Its Applications, Vol. 436, no. 8, p. 2866-2888 (April 2012)

تفاصيل العنوان

The Riemannian BFGS algorithm with applications (abstract)

Subjects: info:eu-repo/semantics/conferenceObject

تفاصيل العنوان