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twofiveone
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What is the name of this tensor?
2. If the non-zero elements are all 1, then the tensor represents an elementary symmetric polynomial.
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What is the name of this tensor?
1. It may occur in many-fermion wavefunctions due to the Pauli exclusion principle. Usually, it is also antisymmetric as @CarloBeenakker pointed out.
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What is the name of this tensor?
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What is the name of this tensor?
At least two of them are equal.
asked
What is the name of this tensor?
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Fast decay of eigenvector elements
I edited the post to make it clearer. Thanks!
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Fast decay of eigenvector elements
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Fast decay of eigenvector elements
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Fast decay of eigenvector elements
1. What I meant by decay is that the eigenvector elements approach zero or a very small number if we sort them in decreasing order based on their absolute values. 2. My question was for a general PSD matrix set.
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Fast decay of eigenvector elements
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Generalization of elementary symmetric polynomials
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Generalization of elementary symmetric polynomials
Edited. Thanks!
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Generalization of elementary symmetric polynomials
change of notations
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Generalization of elementary symmetric polynomials
awarded
 Scholar
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Analytical decomposed form of a specific traceless symmetric tensor
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Analytical decomposed form of a specific traceless symmetric tensor
fixed minor error in expression
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Analytical decomposed form of a specific traceless symmetric tensor
awarded
 Editor
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Analytical decomposed form of a specific traceless symmetric tensor
edited title
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