Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts | Paper Citation Record

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Unresolved cited work

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 4, 635–653

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This paper cites Bader and Tamara G.

Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Bader and Tamara G

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 185, 1–36

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 3, 852–877

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 1, 395–428

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 2, 373–403

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 2, 605–636

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Unresolved cited work

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Unresolved cited work

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Unresolved cited work

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 1, 256–297

Reference 12

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 4-5, 249–429

Reference 13

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 6, 431–673

Reference 14

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This paper cites , rn) approximation of higher-order tensors , SIAM Journal on Matrix Analysis and Applications 21 (2000), no.

Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts , rn) approximation of higher-order tensors , SIAM Journal on Matrix Analysis and Applications 21 (2000), no

Reference 15

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 1, 3475–3506

Reference 16

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This paper cites Mahoney, A randomized algorithm for a tensor-based general- ization of the singular value decomposition , Linear Algebra and its Applications 420 (2007), no.

Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Mahoney, A randomized algorithm for a tensor-based general- ization of the singular value decomposition , Linear Algebra and its Applications 420 (2007), no

Reference 17

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 1, A139–A163

Reference 18

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 3, 1315–1347

Reference 19

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 2, 248–271

Reference 20

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Unresolved cited work

Reference 21

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 6, 643–660

Reference 22

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Golub and Charles F

Reference 23

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Unresolved cited work

Reference 24

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 1, 53–78

Reference 25

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 2, 217–288

Reference 26

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 2, 1054–1075

Reference 27

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This paper cites RTSMS: Randomized Tucker with single-mode sketching.

Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts RTSMS: Randomized Tucker with single-mode sketching

Reference 28

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Unresolved cited work

Reference 29

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 3, 455–500

Reference 30

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Ran zato, A

Reference 31

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Ben gio, H

Reference 32

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 1, 47–68

Reference 33

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 5, S485–S507

Reference 34

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 2, A1186–A1213

Reference 35

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 1, 189–215

Reference 36

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Cortes, N

Reference 37

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Unresolved cited work

Reference 38

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Unresolved cited work

Reference 39

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 3, 1100–1124

Reference 40

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This paper cites Saibaba, HOID: higher order interpolatory decomposition for tensor s based on Tucker representation, SIAM Journal on Matrix Analysis and Applications 37 (2016), no.

Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Saibaba, HOID: higher order interpolatory decomposition for tensor s based on Tucker representation, SIAM Journal on Matrix Analysis and Applications 37 (2016), no

Reference 41

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 2, 891–918

Reference 42

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 6, 3352– 3393

Reference 43

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 4, 1123–1150

Reference 44

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 4, 1454–1485

Reference 45

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This paper cites 3, 279–311.

Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 3, 279–311

Reference 46

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This paper cites 2, A1027–A1052.

Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 2, A1027–A1052

Reference 47

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This paper cites Vervliet, O.

Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Vervliet, O

Reference 48

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This paper cites 3, A1714–A1746.

Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 3, A1714–A1746

Reference 49

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Unresolved cited work

Reference 50

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This paper cites 3, 1339–1359.

Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 3, 1339–1359

Reference 51

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This paper cites Tensor Ring Decomposition.

Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Tensor Ring Decomposition

Reference 52

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Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 35, 2021, pp

Reference 53

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This paper cites 6, 2928–2940.

Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts 6, 2928–2940

Reference 54

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This paper cites Decomposition of Big Tensors With Low Multilinear Rank.

Efficient randomized algorithms for the fixed Tucker-rank problem of Tucker decomposition with adaptive shifts Decomposition of Big Tensors With Low Multilinear Rank

Reference 55

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