user_guide:tutorials:a_determinants

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user_guide:a_determinants [2019/01/25 09:27] – ↷ Page moved from tutorial:a_determinants to user_guide:a_determinants oroehriguser_guide:tutorials:a_determinants [2019/01/28 17:40] – ↷ Links adapted because of a move operation oroehrig
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 ==== Scripts used in the Paper ====  ==== Scripts used in the Paper ==== 
  
-The scripts referenced in the paper are contained in {{:tutorial:defect-polytopes.script|this file }}. Save this file to a local directory and include them into a running polymake session via+The scripts referenced in the paper are contained in {{user_guide:defect-polytopes.script|this file }}. Save this file to a local directory and include them into a running polymake session via
 <code> <code>
 script("<scriptfile>"); script("<scriptfile>");
 </code> </code>
-at the polymake prompt. The scripts use either [[http://www.mathematik.uni-osnabrueck.de/normaliz/|Normaliz]] or [[http://www.math.ucdavis.edu/~mkoeppe/latte/|LattE]] for the computation of the normalized volume and the Erhhart polynomial of a face of a polytope. A listing of the function ''ct_invariant'' is [[tutorial:a_determinants#ct_invariant|here]], the function ''f_poly_coeff'' is [[tutorial:a_determinants#f_poly_coeff|here]], and the r-fold pyramids can be constructed with the script found [[tutorial:a_determinants#r_fold_pyr|here]]. +at the polymake prompt. The scripts use either [[http://www.mathematik.uni-osnabrueck.de/normaliz/|Normaliz]] or [[http://www.math.ucdavis.edu/~mkoeppe/latte/|LattE]] for the computation of the normalized volume and the Erhhart polynomial of a face of a polytope. A listing of the function ''ct_invariant'' is [[user_guide:tutorials:a_determinants#ct_invariant|here]], the function ''f_poly_coeff'' is [[user_guide:tutorials:a_determinants#f_poly_coeff|here]], and the r-fold pyramids can be constructed with the script found [[user_guide:tutorials:a_determinants#r_fold_pyr|here]]. 
  
 ==== Introduction ==== ==== Introduction ====
  • user_guide/tutorials/a_determinants.txt
  • Last modified: 2019/01/29 21:46
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