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A Newton–Grassmann Method for Computing the Best Multilinear Rank-$(r_1,$ $r_2,$ $r_3)$ Approximation of a Tensor - MaRDI portal

A Newton–Grassmann Method for Computing the Best Multilinear Rank-$(r_1,$ $r_2,$ $r_3)$ Approximation of a Tensor (Q3561155)

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A Newton–Grassmann Method for Computing the Best Multilinear Rank-$(r_1,$ $r_2,$ $r_3)$ Approximation of a Tensor
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    A Newton–Grassmann Method for Computing the Best Multilinear Rank-$(r_1,$ $r_2,$ $r_3)$ Approximation of a Tensor (English)
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    25 May 2010
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    Tensor aproximation
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    Newton method
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    multilinear rank
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    Grassmann manifold
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    best multilinear rank approximation
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    numerical experiments
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    quadratic convergence
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    computational complexity
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