Caterina Viola : Publications
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[1]
The combined basic LP and affine IP relaxation for promise VCSPs on infinite domains
C. Viola and S. Živný
2020.
Details about The combined basic LP and affine IP relaxation for promise VCSPs on infinite domains | BibTeX data for The combined basic LP and affine IP relaxation for promise VCSPs on infinite domains | Link to The combined basic LP and affine IP relaxation for promise VCSPs on infinite domains
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[2]
Piecewise Linear Valued Constraint Satisfaction Problems with Fixed Number of Variables
M. Bodirsky M. Mamino and C. Viola
In AIRO Springer Series. 2020.
Details about Piecewise Linear Valued Constraint Satisfaction Problems with Fixed Number of Variables | BibTeX data for Piecewise Linear Valued Constraint Satisfaction Problems with Fixed Number of Variables | Link to Piecewise Linear Valued Constraint Satisfaction Problems with Fixed Number of Variables
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[3]
Valued Constraint Satisfaction Problems over Infinite Domains
Caterina Viola
PhD Thesis 2020.
Details about Valued Constraint Satisfaction Problems over Infinite Domains | BibTeX data for Valued Constraint Satisfaction Problems over Infinite Domains | Link to Valued Constraint Satisfaction Problems over Infinite Domains
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[4]
Piecewise Linear Valued CSPs Solvable by Linear Programming Relaxation
M. Bodirsky M. Mamino and C. Viola
2019.
Submitted.
Details about Piecewise Linear Valued CSPs Solvable by Linear Programming Relaxation | BibTeX data for Piecewise Linear Valued CSPs Solvable by Linear Programming Relaxation | Link to Piecewise Linear Valued CSPs Solvable by Linear Programming Relaxation
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[5]
Submodular functions and valued constraint satisfaction problems over infinite domains
M. Bodirsky M. Mamino and C. Viola
Pages 12:1–12:22. Schloss Dagstuhl–Leibniz−Zentrum fuer Informatik. 2018.
Details about Submodular functions and valued constraint satisfaction problems over infinite domains | BibTeX data for Submodular functions and valued constraint satisfaction problems over infinite domains | DOI (10.4230/LIPIcs.CSL.2018.12) | Link to Submodular functions and valued constraint satisfaction problems over infinite domains
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[6]
Measuring primality in numerical semigroups with embedding dimension three
C. Viola S. T. Chapman P. A. Garcìa−Sànchez Z. Tripp
In Journal of Algebra and its Applications. Vol. 15. No. 1. 2016.
Details about Measuring primality in numerical semigroups with embedding dimension three | BibTeX data for Measuring primality in numerical semigroups with embedding dimension three | DOI (10.1142/S0219498816500079)
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[7]
When the catenary degree agrees with the tame degree in numerical semigroups of embedding dimension three
P. A. García−Sánchez and C. Viola
In Involve. 2015.
Details about When the catenary degree agrees with the tame degree in numerical semigroups of embedding dimension three | BibTeX data for When the catenary degree agrees with the tame degree in numerical semigroups of embedding dimension three | DOI (10.2140/involve.2015.8.677)