Eliana Duarte


AuthID: R-00K-81V

Confirmed Publications: 9



1
TITLE: A NEW CHARACTERIZATION OF DISCRETE DECOMPOSABLE GRAPHICAL MODELS  Full Text
AUTHORS: Duarte, Eliana ; Solus, Liam;
PUBLISHED: 2022, SOURCE: PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY, VOLUME: 151, ISSUE: 3
INDEXED IN: Scopus WOS CrossRef
IN MY: ORCID
2
TITLE: Families of Polytopes with Rational Linear Precision in Higher Dimensions  Full Text
AUTHORS: Davies, Isobel; Duarte, Eliana ; Portakal, Irem; Sorea, Miruna Stefana;
PUBLISHED: 2022, SOURCE: FOUNDATIONS OF COMPUTATIONAL MATHEMATICS
INDEXED IN: Scopus WOS CrossRef
IN MY: ORCID
3
TITLE: Discrete statistical models with rational maximum likelihood estimator
AUTHORS: Eliana Duarte ; Orlando Marigliano; Bernd Sturmfels;
PUBLISHED: 2021, SOURCE: Bernoulli, VOLUME: 27, ISSUE: 1
INDEXED IN: Scopus CrossRef: 4
IN MY: ORCID
4
TITLE: Global projections of the soil microbiome in the Anthropocene  Full Text
AUTHORS: Carlos A Guerra; Manuel Delgado Baquerizo; Eliana Duarte ; Orlando Marigliano; Christiane Görgen; Fernando T Maestre; Nico Eisenhauer;
PUBLISHED: 2021, SOURCE: Global Ecology and Biogeography, VOLUME: 30, ISSUE: 5
INDEXED IN: Scopus CrossRef: 15
IN MY: ORCID
5
TITLE: Equations defining probability tree models  Full Text
AUTHORS: Eliana Duarte ; Christiane Görgen;
PUBLISHED: 2020, SOURCE: Journal of Symbolic Computation, VOLUME: 99
INDEXED IN: Scopus CrossRef: 6
IN MY: ORCID
6
TITLE: Implicitization of tensor product surfaces via virtual projective resolutions
AUTHORS: Eliana Duarte ; Alexandra Seceleanu;
PUBLISHED: 2020, SOURCE: Mathematics of Computation, VOLUME: 89, ISSUE: 326
INDEXED IN: Scopus CrossRef
IN MY: ORCID
7
TITLE: Implicitization of tensor product surfaces in the presence of a generic set of basepoints  Full Text
AUTHORS: Eliana Duarte ;
PUBLISHED: 2017, SOURCE: Journal of Algebra and its Applications, VOLUME: 16, ISSUE: 10
INDEXED IN: Scopus CrossRef: 1
IN MY: ORCID
8
TITLE: Polynomial GCDs by syzygies
AUTHORS: Eliana Duarte ; Daniel Lichtblau;
PUBLISHED: 2017, SOURCE: Proceedings - 18th International Symposium on Symbolic and Numeric Algorithms for Scientific Computing, SYNASC 2016
INDEXED IN: Scopus CrossRef: 1
IN MY: ORCID
9
TITLE: Tensor product surfaces and linear syzygies  Full Text
AUTHORS: Eliana Duarte ; Hal Schenck;
PUBLISHED: 2016, SOURCE: Proceedings of the American Mathematical Society, VOLUME: 144, ISSUE: 1
INDEXED IN: Scopus CrossRef: 5
IN MY: ORCID

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