Virtual Labs

a: any coefficient matrix Explanation

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b: only symetric system Explanation

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c: system of linear equation, if determinant is non-zero. Explanation

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d: diagonally dominant system Explanation

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a: [L][A] = [U] Explanation

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b: [U][A] = [L] Explanation

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c: [A] = [L][L^T] Explanation

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d: [A] = [U][U^T] Explanation

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a: Transposing the matrix Explanation

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b: Upper triangular matrix Explanation

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c: Lower triangular matrix Explanation

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d: Back substitution method Explanation

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System of Linear Equations - Cholesky's Method