Lists of finite lattices (modular, semimodular, graded and geometric)

DOI

Listings of finite lattices in four families, stored in xz-compressed digraph6 format: (1) Modular vertically indecomposable lattices up to 30 elements (2) Duals of semimodular vertically indecomposable lattices up to 25 elements (3) Graded vertically indecomposable lattices up to 20 elements. (For 21 elements see a separate repository.) (4) Duals of geometric lattices up to 34 elements For more details see https://arxiv.org/abs/1708.03750

Identifier
DOI https://doi.org/10.23728/b2share.dbb096da4e364b5e9e37b982431f41de
Source https://b2share.eudat.eu/records/dbb096da4e364b5e9e37b982431f41de
Metadata Access https://b2share.eudat.eu/api/oai2d?verb=GetRecord&metadataPrefix=eudatcore&identifier=oai:b2share.eudat.eu:b2rec/dbb096da4e364b5e9e37b982431f41de
Provenance
Creator Kohonen, Jukka
Publisher EUDAT B2SHARE
Publication Year 2018
Rights The MIT License (MIT); info:eu-repo/semantics/openAccess
OpenAccess true
Contact jukka.kohonen(at)iki.fi
Representation
Format txt; md5; xz; c
Size 12.3 GB; 104 files
Discipline 4.1.18.4 → Mathematics → Computational mathematics