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Periods of modular {$\rm gL_2$}-type abelian varieties and {$p$}-adic integration.
Experiment. Math., 27(3), 344-361. 2018. [DOI]

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J. Pure Appl. Algebra, 222(10), 3075-3123. 2018. [DOI]

J. Roé, P. Supino.
Nagata type statements.
In Phenomenological approach to algebraic geometry, 213-258. Polish Acad. Sci. Inst. Math., Warsaw, 2018.

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Butl. Soc. Catalana Mat., 33(1), 57-80. 2018. [DOI]

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The Halphen cubics of order two.
Collect. Math., 68(3), 339-357. 2017. [DOI]

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M. Dumnicki, B. Harbourne, A. Küronya, J. Roé, T. Szemberg.
Very general monomial valuations of {$\Bbb p^2$} and a Nagata type conjecture.
Commun. Anal. Geom., 25(1), 125-161. 2017. [DOI]

M. Masdeu, M. A. Seveso.
Dirac operators in tensor categories and the motive of quaternionic modular forms.
Adv. Math., 313, 628-688. 2017. [DOI]

N. Moraes de Oliveira, E. Nart.
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Acta Arith., 178(2), 181-200. 2017. [DOI]

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On the locus of smooth plane curves with a fixed automorphism group.
Mediterranean J. Math., 13(5), 3605-3627. 2016. [DOI]

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Commun. Algebra, 44(10), 4327-4340. 2016. [DOI]

E. Badr, F. Bars.
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Int. J. Algebr. Comput., 26(2), 399-433. 2016. [DOI]

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Uniformization of modular elliptic curves via {$p$}-adic periods.
J. Algebra, 445, 458-502. 2016. [DOI]

E. Nart.
On the equivalence of types.
J. Theor. Nombr. Bordx., 28(3), 743-771. 2016.

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Adv. Math., 301, 486-498. 2016. [DOI]

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Characteristic ideals and Selmer groups.
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