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A simple division−free algorithm for computing determinants

Abstract:
We present an extremely simple method for computing determinants, one that uses no division operations, exact or otherwise. The method amounts to no more than iterating a certain matrix multiplication and requires O(nM(n)) additions and multiplications for an n×n matrix, where M(n) is the number of such operations needed for matrix multiplication. A direct combinatorial proof of correctness is given.

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Publisher copy:
10.1016/j.ipl.2011.08.006

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Journal:
Information Processing Letters More from this journal
Publication date:
2011-01-01
DOI:


UUID:
uuid:104f8302-7b03-43c3-920e-fb7050748989
Local pid:
cs:5398
Deposit date:
2015-03-31
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