#bareiss — Public Fediverse posts
Live and recent posts from across the Fediverse tagged #bareiss, aggregated by home.social.
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#news ⚡ Grünen-Politiker Kellner rügt CDU-Mann Bareiß für Nord-Stream-Idee: Der Grünen-Politiker Michael Kellner, Parlamentarischer Staatssekretär im Bundeswirtschaftsministerium, kritisiert den CDU-Bundestagsa... https://hubu.de/?p=270776 | #bareiss #cdumann #gruenenpolitik
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DETERMINANTS AND THE BAREISS ALGORITHM
If you have to calculate determinants, and especially if you have to program an algorithm, investigate the Bareiss algorithm. It's remarkably fast; it limits the divisions so that it doesn't introduce needless rounding errors; and if your matrix elements are all integers, Bareiss is guaranteed to give you an integer result.
I've worked out a way to do Bareiss on pen and paper; here's a link to a PDF showing the technique:
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DETERMINANTS AND THE BAREISS ALGORITHM
If you have to calculate determinants, and especially if you have to program an algorithm, investigate the Bareiss algorithm. It's remarkably fast; it limits the divisions so that it doesn't introduce needless rounding errors; and if your matrix elements are all integers, Bareiss is guaranteed to give you an integer result.
I've worked out a way to do Bareiss on pen and paper; here's a link to a PDF showing the technique:
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DETERMINANTS AND THE BAREISS ALGORITHM
If you have to calculate determinants, and especially if you have to program an algorithm, investigate the Bareiss algorithm. It's remarkably fast; it limits the divisions so that it doesn't introduce needless rounding errors; and if your matrix elements are all integers, Bareiss is guaranteed to give you an integer result.
I've worked out a way to do Bareiss on pen and paper; here's a link to a PDF showing the technique:
-
DETERMINANTS AND THE BAREISS ALGORITHM
If you have to calculate determinants, and especially if you have to program an algorithm, investigate the Bareiss algorithm. It's remarkably fast; it limits the divisions so that it doesn't introduce needless rounding errors; and if your matrix elements are all integers, Bareiss is guaranteed to give you an integer result.
I've worked out a way to do Bareiss on pen and paper; here's a link to a PDF showing the technique: