José Miguel Urbano

Entropy solutions for the p(x)-Laplace equation

CMUC/FCT and MCYT grants BMF2002- 04613-C03, MTM2005-07660-C02 (first author); CMUC/FCT and Project POCI/MAT/57546/2004 (second author)

Some Convergence Properties of Matrix Sets

A set

ON A TWO-SIDEDLY DEGENERATE CHEMOTAXIS MODEL WITH VOLUME-FILLING EFFECT

\cal{A} = \{A_{j} : j \in J\}

p(x)-HARMONIC FUNCTIONS WITH UNBOUNDED EXPONENT IN A SUBDOMAIN

of

Limits as p(x) → ∞ of p(x)-harmonic functions

n\times n

Continuous solutions for a degenerate free boundary problem

matrices is pointwise convergent provided each

On the stationary Boussinesq-Stefan problem with constitutive power-laws

n

ON A DOUBLY NONLINEAR DIFFUSION MODEL OF CHEMOTAXIS WITH PREVENTION OF OVERCROWDING

-vector

Regularity in Sobolev spaces for doubly nonlinear parabolic equations

x

Limits as p(x)→∞p(x)→∞ of p(x)p(x)-harmonic functions

can be steered to zero by iterated multiplication by matrices in