Thomas D. Dean on Thu, 14 Dec 2023 22:40:29 +0100 |
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Update to qfsolve doc |
Tom Dean
*** usersch3.tex~ 2023-12-09 17:05:02.737511515 -0800 --- usersch3.tex 2023-12-14 13:35:16.753248824 -0800 *************** *** 14688,14693 **** --- 14688,14698 ---- where $F$ is the factorization matrix of the absolute value of the determinant of $G$. + $G$ may be a vector [$G$,$F$] where $G$ is a symmetric matrix similar + to matdigonal([1,1,...,1,-$n$]) and $F$ is matrix of the factors of + $n$. Then, $F$ will be used to reduce the number of factorizations in + solving the quadratic equation. + The solution might be a single nonzero column vector (\typ{COL}) or a matrix (whose columns generate a totally isotropic subspace). *************** *** 37052,37055 **** This function is obsolete, use plothrawexport and write the result to file. The library syntax is \fun{GEN}{psplothraw}{GEN listx, GEN listy, long flag}. ! \vfill\eject \ No newline at end of file --- 37057,37060 ---- This function is obsolete, use plothrawexport and write the result to file. The library syntax is \fun{GEN}{psplothraw}{GEN listx, GEN listy, long flag}. ! \vfill\eject