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@@ -95,14 +95,4 @@ Other remarks:
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- Found out what MDT does. MDT is the core of DET. Det just reads a vector,
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reformats it to form a matrix, and then passes it to MDT.
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Such a vector only contains the required fields to build a certain kind of
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- matrix. (e.g. for a bandmatrix, the diagonals). MDT=Matrix determinant.
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-
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--------------
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-Some translation problems:
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-
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-I left the term "Bandmatrix" untranslated, and give the mathematical definition
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-here, and hope you know what it is in english:
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-
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-If A is a "n x n" bandmatrix with leftbound l, and rightbound r then
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-
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-Aij=0 if j<i-l or j>i+r
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+ matrix. (e.g. for a band matrix, the diagonals). MDT=Matrix determinant.
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marco