Symbolic Algorithm for Solving SLAEs with Heptadiagonal Coefficient Matrices
arXiv:1812.067202 citationsh-index: 12
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Incremental contribution for researchers working on band matrix solvers.
The paper presents a symbolic algorithm for solving linear systems with heptadiagonal coefficient matrices, including a stability condition. No concrete performance numbers are provided.
This paper presents a symbolic algorithm for solving band matrix systems of linear algebraic equations with heptadiagonal coefficient matrices. The algorithm is given in pseudocode. A theorem which gives the condition for the algorithm to be stable is formulated and proven.