Pinto CM, A. Lopes M, Machado J.. A review of power laws in real life phenomena. Commun. Nonlinear Sci. Numer. Simul.. 2012;17:3558-3578.Edit

Pinto N. Distinguishing kinship from genealogical likelihoods. Forensic Science International: Genetics Supplement Series. 2009;2:453-454.Edit

Pinto CM, Golubitsky M. Central pattern generators for bipedal locomotion. J. Math. Biol.. 2006;53:474-489.Edit

Pinto N. Estimating relatedness with no prior specification of any genealogy: The role of the X-chromosome. Forensic Science International: Genetics Supplement Series. 2013;4.Edit

Pinto N. X-chromosome markers in kinship testing: A generalisation of the IBD approach identifying situations where their contribution is crucial. Forensic Science International: Genetics. 2011;5:27-32.Edit

Pinto CM, Machado J., Lopes A.. Power Law and Entropy Analysis of Catastrophic Phenomena. Mathematical Problems in Engineering. 2013;2013:10.Edit

Pinto CM, Machado J.. Complex order biped rhythms. International Journal of Bifurcation and Chaos. 2011;21:3053-3061.Edit

Pinto CM. Persistence of low levels of plasma viremia and of the latent reservoir in patients under ART: a fractional-order approach. Commun. Nonlinear Sci. Numer. Simul.. 2017;43:251-260.Edit

Pinto N.. DNA Commission of the International Society for Forensic Genetics: Recommendations on the validation of software programs performing biostatistical calculations for forensic genetics applications. Forensic Science International: Genetics. 2016;25:191-197.Edit

[2009-45] Pinho E., Labouriau IS. On the projection of functions invariant under the action of a crystallographic group .Edit

[2007-4] Pinho EM, Labouriau IS. Symmetries of Projected Symmetric Patterns .Edit

Pinho EM, Labouriau IS. On the projection of functions invariant under the action of a crystallographic group. J. Pure Appl. Algebra. 2014;218:37-51.Edit

Pinheiro S, Reis H. Topological aspects of completely integrable foliations. J. Lond. Math. Soc.. 2014;89(2):415-433.Edit

[2016-8] Pin J-, Silva PV. On uniformly continuous functions for some profinite topologies .Edit

[2004-43] Pin J-, Silva PV. A topological approach to transductions .Edit

Pin JE, Silva PV. On uniformly continuous functions for some profinite topologies. Theoret. Comput. Sci.. 2017;658(A):246-262.Edit

[2012-1] Pin J-, Silva PV. A noncommutative extension of Mahler's theorem on interpolation series .Edit

Pin J-, Silva PV. A topological approach to transductions. Theoret. Comput. Sci.. 2005;340:443-456.Edit

Pin J-, Silva PV. On profinite uniform structures defined by varieties of finite monoids. Internat. J. Algebra Comput.. 2011;21:295-314.Edit

Pin J-, Silva PV. A noncommutative extension of Mahler's theorem on interpolation series. Europ. J. Combin.. 2014;36:564-578.Edit

[2009-18] Pin J-, Silva PV. On profinite uniform structures defined by varieties of finite monoids .Edit

[2005-33] Pin J-, Silva PV. The algorithmic potential of continuous transductions .Edit

[2007-36] Pin J-, Silva PV. A Mahler’s theorem for functions from words to integers .Edit

Petrich M, Silva PV. Relationship of certain rings of infinite matrices over integers. Boll. Unione Mat. Ital. Sez. B Artic. Ric. Mat. (8). 2000;3:347-365.Edit

Petrich M, Silva PV. On $*$-bands and their varieties. Rocky Mountain J. Math.. 2003;33:217-252.Edit