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@@ -12,4 +12,3 @@ dependencies: | |
- libflint | ||
- jupytext | ||
- papermill | ||
- symengine |
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set -e | ||
mkdir build | ||
cd build | ||
export LDFLAGS="-Wl,-rpath,${NB_PYTHON_PREFIX}/lib -L${NB_PYTHON_PREFIX}/lib" | ||
cmake -DWITH_COTIRE=no -DBUILD_SHARED_LIBS=yes -DWITH_MPC=yes -DWITH_ARB=yes -DINTEGER_CLASS=flint -DWITH_LLVM=yes -DCMAKE_PREFIX_PATH=${NB_PYTHON_PREFIX} -DCMAKE_INSTALL_PREFIX=${NB_PYTHON_PREFIX} -DBUILD_TESTS=off -DBUILD_BENCHMARKS=off -DCMAKE_INSTALL_LIBDIR=lib .. | ||
export LDFLAGS="-Wl,-rpath" | ||
cmake -DWITH_COTIRE=no -DBUILD_SHARED_LIBS=yes -DWITH_MPC=yes -DWITH_ARB=yes -DINTEGER_CLASS=flint -DWITH_LLVM=yes -DBUILD_TESTS=off -DBUILD_BENCHMARKS=off .. | ||
make -j4 | ||
make install | ||
sudo make install | ||
cd .. | ||
rm -rf build |
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@article{nakosFractionfreeAlgorithmsLinear1997, | ||
title = {Fraction-Free Algorithms for Linear and Polynomial Equations}, | ||
author = {Nakos, George C. and Turner, Peter R. and Williams, Robert M.}, | ||
year = {1997}, | ||
month = sep, | ||
volume = {31}, | ||
pages = {11--19}, | ||
issn = {0163-5824}, | ||
doi = {10.1145/271130.271133}, | ||
abstract = {This paper extends the ideas behind Bareiss's fraction-free Gauss elimination algorithm in a number of directions. First, in the realm of linear algebra, algorithms are presented for fraction-free LU "factorization" of a matrix and for fraction-free algorithms for both forward and back substitution. These algorithms are valid not just for integer computation but also for any matrix system where the entries are taken from a unique factorization domain such as a polynomial ring. The second part of the paper introduces the application of the fraction-free formulation to resultant algorithms for solving systems of polynomial equations. In particular, the use of fraction-free polynomial arithmetic and triangularization algorithms in computing the Dixon resultant of a polynomial system is discussed.}, | ||
journal = {ACM SIGSAM Bulletin}, | ||
number = {3} | ||
} |