Families of Polytopes with Rational Linear Precision in Higher Dimensions

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Title:: Families of Polytopes with Rational Linear Precision in Higher Dimensions
Document type:: Zeitschriftenaufsatz
Author(s):: Davies, Isobel ; Duarte, Eliana ; Portakal, Irem ; Sorea, Miruna- tefana
Keywords:: Article ; Lattice polytope ; Horn parametrisation ; Rational linear precision ; Primitive collection ; Log-linear model ; Maximum likelihood estimator ; Toric variety ; Staged tree ; Primary: 52B20 ; Secondary: 14M25 ; 62R01 ; 65D17
Journal title:: Foundations of Computational Mathematics
Year:: 2022
Journal volume:: 23
Journal issue:: 6
Pages contribution:: 2151-2202
Fulltext / DOI:: doi:10.1007/s10208-022-09583-7
Publisher:: Springer US
E-ISSN:: 1615-3375 ; 1615-3383
Date of publication:: 08.08.2022
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