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Eliana Duarte
AuthID:
R-00K-81V
Publications
Confirmed
To Validate
Document Source:
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Document Type:
All Document Types
Article (6)
Article in Press (2)
Proceedings Paper (1)
Year Start - End:
2016
2017
2018
2019
2020
2021
2022
2023
-
2023
2022
2021
2020
2019
2018
2017
2016
Order:
Year Dsc
Year Asc
Cit. WOS Dsc
IF WOS Dsc
Cit. Scopus Dsc
IF Scopus Dsc
Title Asc
Title Dsc
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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