FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W4285394486> ?p ?o ?g. }

• W4285394486 abstract "Abstract This article investigates a fast and highly efficient algorithm to find the strong approximation inverse of an invertible tensor. The convergence analysis shows that the proposed method is of ten order of convergence using only six tensor–tensor multiplications per iteration. Also, we obtain a bound for the perturbation error in each iteration. We show that the proposed algorithm can be used for finding the Moore–Penrose and outer inverses of tensors. We obtain the relationship between the singular values of an arbitrary tensor and eigenvalues of the . We give the computational complexity of our algorithm and prove the theoretical aspects of the article. The generalized Moore–Penrose inverse of tensors is defined. As an application, we use the iteration obtained by the algorithm as preconditioning of the Krylov subspace methods to solve the multilinear system . Several numerical experiments are proposed to show the effectiveness and accuracy of the method. Finally, we give some concluding remarks." @default.
• W4285394486 created "2022-07-14" @default.
• W4285394486 creator A5013321888 @default.
• W4285394486 creator A5072236644 @default.
• W4285394486 date "2022-07-13" @default.
• W4285394486 modified "2023-09-26" @default.
• W4285394486 title "On finding strong approximate inverses for tensors" @default.
• W4285394486 cites W1748292209 @default.
• W4285394486 cites W1861667016 @default.
• W4285394486 cites W1964200011 @default.
• W4285394486 cites W1967859589 @default.
• W4285394486 cites W1968844996 @default.
• W4285394486 cites W1993482030 @default.
• W4285394486 cites W2001870888 @default.
• W4285394486 cites W2007653503 @default.
• W4285394486 cites W2013912476 @default.
• W4285394486 cites W2020821222 @default.
• W4285394486 cites W2024165284 @default.
• W4285394486 cites W2048636460 @default.
• W4285394486 cites W2049871086 @default.
• W4285394486 cites W2074873107 @default.
• W4285394486 cites W2095420020 @default.
• W4285394486 cites W2108138101 @default.
• W4285394486 cites W2119812841 @default.
• W4285394486 cites W2222111999 @default.
• W4285394486 cites W2588652550 @default.
• W4285394486 cites W2610823017 @default.
• W4285394486 cites W2620711424 @default.
• W4285394486 cites W2793728421 @default.
• W4285394486 cites W2794305828 @default.
• W4285394486 cites W2795849042 @default.
• W4285394486 cites W2808075698 @default.
• W4285394486 cites W2808671516 @default.
• W4285394486 cites W2886874100 @default.
• W4285394486 cites W2891375926 @default.
• W4285394486 cites W2892110581 @default.
• W4285394486 cites W2898384941 @default.
• W4285394486 cites W2946635824 @default.
• W4285394486 cites W2949329816 @default.
• W4285394486 cites W2988350657 @default.
• W4285394486 cites W2988901342 @default.
• W4285394486 cites W2989081250 @default.
• W4285394486 cites W2999609280 @default.
• W4285394486 cites W3001866216 @default.
• W4285394486 cites W3015091794 @default.
• W4285394486 cites W3023472202 @default.
• W4285394486 cites W3034617644 @default.
• W4285394486 cites W3043698425 @default.
• W4285394486 cites W3083066718 @default.
• W4285394486 cites W3098195436 @default.
• W4285394486 cites W3102912632 @default.
• W4285394486 cites W3205930864 @default.
• W4285394486 cites W4245490374 @default.
• W4285394486 cites W4283446350 @default.
• W4285394486 cites W50417968 @default.
• W4285394486 doi "https://doi.org/10.1002/nla.2460" @default.
• W4285394486 hasPublicationYear "2022" @default.
• W4285394486 type Work @default.
• W4285394486 citedByCount "0" @default.
• W4285394486 crossrefType "journal-article" @default.
• W4285394486 hasAuthorship W4285394486A5013321888 @default.
• W4285394486 hasAuthorship W4285394486A5072236644 @default.
• W4285394486 hasConcept C11413529 @default.
• W4285394486 hasConcept C121332964 @default.
• W4285394486 hasConcept C136119220 @default.
• W4285394486 hasConcept C138354692 @default.
• W4285394486 hasConcept C147060835 @default.
• W4285394486 hasConcept C155281189 @default.
• W4285394486 hasConcept C158693339 @default.
• W4285394486 hasConcept C159694833 @default.
• W4285394486 hasConcept C162324750 @default.
• W4285394486 hasConcept C169171071 @default.
• W4285394486 hasConcept C202444582 @default.
• W4285394486 hasConcept C207467116 @default.
• W4285394486 hasConcept C21556879 @default.
• W4285394486 hasConcept C2524010 @default.
• W4285394486 hasConcept C2777303404 @default.
• W4285394486 hasConcept C28826006 @default.
• W4285394486 hasConcept C33923547 @default.
• W4285394486 hasConcept C50522688 @default.
• W4285394486 hasConcept C60321788 @default.
• W4285394486 hasConcept C62520636 @default.
• W4285394486 hasConcept C84392682 @default.
• W4285394486 hasConcept C92207270 @default.
• W4285394486 hasConcept C96442724 @default.
• W4285394486 hasConceptScore W4285394486C11413529 @default.
• W4285394486 hasConceptScore W4285394486C121332964 @default.
• W4285394486 hasConceptScore W4285394486C136119220 @default.
• W4285394486 hasConceptScore W4285394486C138354692 @default.
• W4285394486 hasConceptScore W4285394486C147060835 @default.
• W4285394486 hasConceptScore W4285394486C155281189 @default.
• W4285394486 hasConceptScore W4285394486C158693339 @default.
• W4285394486 hasConceptScore W4285394486C159694833 @default.
• W4285394486 hasConceptScore W4285394486C162324750 @default.
• W4285394486 hasConceptScore W4285394486C169171071 @default.
• W4285394486 hasConceptScore W4285394486C202444582 @default.
• W4285394486 hasConceptScore W4285394486C207467116 @default.
• W4285394486 hasConceptScore W4285394486C21556879 @default.
• W4285394486 hasConceptScore W4285394486C2524010 @default.
• W4285394486 hasConceptScore W4285394486C2777303404 @default.

• next