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Multiplicity of nodal solutions for a critical quasilinear equation with symmetry
(Pergamon-elsevier Science LtdOxfordInglaterra, 2005)
Non-universal critical exponents in earthquake complex networks
(2018)
The problem of universality of critical exponents in complex networks is studied based on networks built from seismic data sets. Using two data sets corresponding to Chilean seismicity (northern zone, including the 2014 ...
Non-universal critical exponents in earthquake complex networks
(Elsevier B.V., 2018)
The problem of universality of critical exponents in complex networks is studied based on networks built from seismic data sets. Using two data sets corresponding to Chilean seismicity (northern zone, including the 2014 ...
Non-universal critical exponents in earthquake complex networks
(2018)
The problem of universality of critical exponents in complex networks is studied based on networks built from seismic data sets. Using two data sets corresponding to Chilean seismicity (northern zone, including the 2014 ...
On the existence of extremals for the critical Sobolev immersion with variable exponents
(Instituto de Matemática Bahía Blanca, 2013-12)
In this work we review some recent results conserning the existence problem of an extremal for the immersion W 1,p(x) 0 (Ω),→ L q(x) (Ω) in the critical range, i.e. A = {x ∈ Ω: q(x) = p ∗ (x)} 6= /0, where p ∗ (x) = N ...
P-fractional Kirchhoff Equations Involving Critical Nonlinearities
(Pergamon-Elsevier Science LTDOxford, 2017)
Critical exponents for uniformly elliptic extremal operators
(INDIANA UNIVERSITY, DEPT. OF MATHEMATICS, 2006)
Critical exponents for uniformly elliptic extremal operators
(INDIANA UNIVERSITY, DEPT. OF MATHEMATICS, 2006)