(no en las nubes, pero casi…)
Investigación
Aquí van unas cuantas recopilaciones de
datos que, afortunadamente, le he podido pedir prestados a Mathscinet (¡qué
pereza!)
·
Relación
de Reviews que me he entrenido en hacerle a la AMS.
·
Citas.
·
¡Co-autores!
Por
cierto, aquí tenéis a mi buen amigo Julio entonando ¡Benvinguts a Alacant!
PUBLICACIONES:
Algunas publicaciones recientes en formato
‘pdf’.
· J. Sabina de Lis,
“Hopf maximum principle revisited’’, Electronic
Journal of Differential Equations Vol. 2015 (2015), No. 115, pp. 1-9. PDF.
· J. García-Melián,
J. D. Rossi, J. Sabina de Lis, “A variable exponent diffusion problem of
concave—convex nature”, 2015. To appear in Top. Methods in Nonlinear Analysis. PDF.
· J. Sabina de Lis,
S. Segura de León, “Multiplicity of solutions to a nonlinear boundary value
problem of concave--convex type”, Nonlinear
Analysis 113 (2015), 283--297. PDF.
· J. Sabina de Lis,
S. Segura de León, “Multiplicity of solutions to a concave--convex problem”, Advanced Nonlinear Studies 15 (2015),
61--90. PDF.
· J. García-Melián,
J. D. Rossi, J. Sabina de Lis, “Multiplicity of solutions to a nonlinear
elliptic problem with nonlinear boundary conditions”, Non Linear Differential
Equations Applications NoDEA 21 (2014), no. 3, 305--337. PDF.
· J. García-Melián,
J. Sabina de Lis, “A boundary blow up problem with a nonlocal reaction”,
Nonlinear Analysis TMA 75 (2012) 2774--2792. PDF.
· R. Pardo, A. L.
Pereira, J. Sabina de Lis, “Tangential variation of a localized flux-type
eigenvalue problem”, J. Differential Equations 252 (2012) 2104--2130. PDF.
· J. García-Melián,
J. D. Rossi, J. Sabina de Lis, “A convex--concave elliptic problem with a parameter
on the boundary condition”, Discrete and Continuous Dynamical Systems 32 (2012)
n. 4, 1095--1124. PDF.
· J. C. Sabina de
Lis, “A concave-convex quasilinear elliptic problem subject to a nonlinear
boundary condition”, Differ. Equ. Appl. 3, No. 4 (2011), 469-486. PDF.
· J. García-Melián,
J. D. Rossi, J. Sabina de Lis, “Limit cases in an elliptic problem with a
parameter-dependent boundary condition”, Asymptotic Analysis 73 (2011)
147--168. PDF.
· J. García-Melián,
J. D. Rossi, J. Sabina de Lis, “Layer profiles of solutions to elliptic
problems under parameter-dependent boundary conditions, Zeitschrift für
Analysis und ihre Anwendungen (Journal for Analysis and its Applications) 29
(2010), 1--17. PDF.
· J. García-Melián,
J. D. Rossi, J. Sabina de Lis, “An elliptic system with bifurcation parameters
on the boundary conditions”, Journal of Differential Equations 247 (2009) no.
3, 779--810. PDF.
· J. García-Melián,
J. D. Rossi, J. Sabina de Lis, “Existence and uniqueness of positive solutions
to elliptic problems with sublinear boundary conditions”, Communications in
Contemporary Mathematics, 11 (2009), no. 4, 585--613. PDF.
· J. García-Melián,
J. D. Rossi, J. Sabina de Lis, “A bifurcation problem governed by the boundary
condition, II”, Proceedings of the London Math. Society, (3) 94 (2007), no. 1,
1--25. PDF.