
Assistant Professor,
Mathematics Department, University of Coimbra.
PhD, University of Warwick
Office: 6.6 (Department of Mathematics)
Address:
Departamento de Matemática,
Apartado 3008,
EC Santa Cruz,
3001501 Coimbra, Portugal.
Telephone: +351 239 79 11 56.
Email: neves@mat.uc.pt



ARTICLES:
A. Macchia, J. Neves, M. Vaz Pinto and R. H. Villarreal;
Regularity of the vanishing ideal over a parallel composition of paths,
arXiv:1606.08621, 16 pp.
E. Dias and J. Neves;
Codes over a weighted torus,
Finite Fields Appl. 33 (2015) pp. 6679.
J. Neves, M. Vaz Pinto and R. H. Villarreal;
Vanishing ideals over graphs and even cycles, Comm. Algebra Vol. 43, Issue 3, (2015) 10501075.
J. Neves, M. Vaz Pinto and R. H. Villarreal;
Regularity and algebraic properties of certain lattice ideals,
Bull. Braz. Math. Soc., Vol. 45, N. 4, (2014) 777806.
J. Neves and R. Pignatelli;
Unprojection and deformations of tertiary Burniat surfaces, Ann. Sc. Norm. Super. Pisa Cl. Sci.
Vol. XIII (2014), 225254.
J. Neves and M. Vaz Pinto;
Vanishing ideals over complete multipartite graphs, J. Pure Appl. Algebra
218 (2014), pp. 10841094.
G. Bini, F. Favale, J. Neves and R. Pignatelli;
New examples of CalabiYau threefolds and genus zero surfaces,
Commun. Contemp. Math. Vol. 16, No. 2 (2014), 20pp.
J. Neves and S. A. Papadakis;
Parallel KustinMiller unprojection with an application to CalabiYau
geometry, Proc. London Math. Soc. (1) 106 (2013) 203223.
J. Neves and S. A. Papadakis;
A construction of numerical Campedelli Surfaces with torsion Z/6, Trans. Amer. Math. Soc. 361 (2009), 49995021.
RECENT TALK:
Regularity of the vanishing ideal over a parallel composition of paths, Mathematical Congress of the Americas, July 28, 2017, Montréal, Canada.
THESIS:
Halfcanonical rings on algebraic curves and applications to surfaces of general type, University of Warwick (August 2003).
EXPOSITORY ARTICLES:
D. Jordão, J. Neves; Sistemas lineares em grafos, Boletim da Sociedade Portuguesa de Matemática, 74, Sociedade Portuguesa de Matemática (2016), 4559.
J. Neves; O Jogo de Biggs, Canto Délfico,
Gazeta de Matematica 173, Sociedade Portuguesa de Matemática (2014), 1013.
OTHER WRITINGS:
J. Neves; Canto de Aniversário, Canto Délfico,
Gazeta de Matematica 179, Sociedade Portuguesa de Matemática (2016).



