{"push_id":764282576,"size":13,"distinct_size":13,"ref":"refs/heads/master","head":"be45b2349ad290509d3fb7d627442bcd3468bd3d","before":"43a31d37388975a7e9e745e849ec7f5fe0bdd8d9","commits":[{"sha":"ea848424bc523751736d44953e0cc1a9f5631b7d","author":{"email":"00f95a1efbc7f36ab99fc5d97005fce728d59625@momo.math.rwth-aachen.de","name":"Sebastian Gutsche"},"message":"Documentations for caches.","distinct":true,"url":"https://api.github.com/repos/mohamed-barakat/homalg_project/commits/ea848424bc523751736d44953e0cc1a9f5631b7d"},{"sha":"e9ebc2201bbef548e2f57e62421899f2c89e767b","author":{"email":"00f95a1efbc7f36ab99fc5d97005fce728d59625@momo.math.rwth-aachen.de","name":"Sebastian Gutsche"},"message":"Fixed FacetInequalities for 1-dimensional 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CartierData\n     (2) Fixed an error in DivisorOfGivenClass\n     (3) Added multitruncation functionality for f.p. graded S-modules and S the Coxring of a smooth and complete toric variety\n     (4) Added an algorithm to apply the theorem of G.S. to compute H0 for f.p. graded S-modules and S the Coxring of a smooth, complete and projective toric variety\n\ncommit 5716b5c61ca71d594faebbb91f924e9d56e79fb7\nAuthor: HereAround <Bies@thphys.uni-heidelberg.de>\nDate:   Fri Jul 17 11:36:32 2015 +0200\n\n    (1) Fixed and error in Cartier data.\n    (2) Added multitruncation methods for f.p. graded S-module and S the Cox-ring of a smooth and compact toric variety.\n        This uses a so-far rudimentary interface to Normaliz.\n    (3) Implemented a first algorithm to apply the theorem by Greg Smith to compute 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