| Gramian Matrix |
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| CATEGORIES ABOUT GRAMIAN MATRIX | |
| systems theory | |
| matrices | |
| determinants | |
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: The functions are linearly independent if and only if is Nonsingular . Its Determinant is known as the Gram determinant or '''Gramian'''. In fact this is a special case of a quantitative measure of linear independence of vectors, available in any Hilbert Space . All eigenvalues of a Gramian matrix are real and non-negative and the matrix is thus also Positive Semidefinite . |
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