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LDL is a set of concise routines for factorizing symmetric positive-definite sparse matrices, with some applicability to symmetric indefinite matrices. Its primary purpose is to illustrate much of the basic theory of sparse matrix algorithms in as concise a code as possible, including an elegant new method of sparse symmetric factorization that computes the factorization row-by-row but stores it column-by-column. The entire symbolic and numeric factorization consists of a total of only 49 lines of code. The package is written in C, and includes a MATLAB interface.
| Package | Summary | Distribution | Download |
| libldl4-5.13.0-2.mga9.armv7hl.html | A concise sparse Cholesky factorization package | Mageia Cauldron for armv7hl | libldl4-5.13.0-2.mga9.armv7hl.rpm |
| libldl4-5.13.0-2.mga9.armv7hl.html | A concise sparse Cholesky factorization package | Mageia 9 for armv7hl | libldl4-5.13.0-2.mga9.armv7hl.rpm |
| libldl4-5.13.0-2.mga9.i586.html | A concise sparse Cholesky factorization package | Mageia 9 for i586 | libldl4-5.13.0-2.mga9.i586.rpm |
| libldl4-5.13.0-2.mga9.i586.html | A concise sparse Cholesky factorization package | Mageia Cauldron for i686 | libldl4-5.13.0-2.mga9.i586.rpm |
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