List questions from multilinear-algebra

Published on 18 Apr 2012 - 21:52

250

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How to invert this function on matrices which involves the permanent?

Published on 25 Mar 2026 - 6:09

99

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Tensor Product Question

Published on 07 May 2012 - 23:46

391

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Proof that the $d$-th powers generate the $d$-th symmetric power of a vector space

Published on 16 May 2012 - 7:22

83

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is there a tensor that does the following?

Published on 16 May 2012 - 23:43

590

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Tensor Algebra of Tensor Algebra

Published on 17 May 2012 - 8:58

82

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is there a way to bound the following 2-norm?

Published on 26 May 2012 - 16:22

118

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Linear independence regarding Exterior Power .

Published on 28 May 2012 - 18:37

902

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Kernel of the Tensor Product of a Linear Map with Itself

Published on 01 Jun 2012 - 18:27

3.4k

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Multilinear optimization

Published on 11 Jun 2012 - 5:39

295

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Graded Vector Spaces and the Interchange Law

Published on 26 Mar 2026 - 12:53

7.3k

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Tensors: Acting on Vectors vs Multilinear Maps

Published on 30 Jun 2012 - 17:29

99

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Step in Proof of Existence of Hodge-*

Published on 04 Jul 2012 - 18:53

126

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Computing the Hodge-* for a Scalar

Published on 05 Jul 2012 - 20:51

1.6k

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how to understand the tensor product canonical line bundle $\otimes$ dual bundle

Published on 12 Jul 2012 - 10:39

List Question

Can $W(V)\hookrightarrow\operatorname{End}_k(R)$ when $\operatorname{char}(k)=0$?

How to invert this function on matrices which involves the permanent?

Tensor Product Question

Proof that the $d$-th powers generate the $d$-th symmetric power of a vector space

is there a tensor that does the following?

Tensor Algebra of Tensor Algebra

is there a way to bound the following 2-norm?

Linear independence regarding Exterior Power .

Kernel of the Tensor Product of a Linear Map with Itself

Multilinear optimization

Graded Vector Spaces and the Interchange Law

Tensors: Acting on Vectors vs Multilinear Maps

Step in Proof of Existence of Hodge-*

Computing the Hodge-* for a Scalar

how to understand the tensor product canonical line bundle $\otimes$ dual bundle

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