S. S. D. León

发表

Functions of least gradient and 1-harmonic functions

J. Rossi, J. M. Ruiz, S. S. D. León, 2014 .

Elliptic equations involving the $1$-Laplacian and a subcritical source term

A. Molino, S. S. D. León, 2017, 1707.01934.

Elliptic problems involving the 1–Laplacian and a singular lower order term

Daniela Giachetti, Sergio Segura de León, Virginia De Cicco, 2017, J. Lond. Math. Soc..

A priori estimates for elliptic problems with a strongly singular gradient term and a general datum

D. Giachetti, Francesco Petitta, S. D. León, 2013, Differential and Integral Equations.

The convective eigenvalues of the one–dimensional p–Laplacian as p → 1

B. D. L. C. Ysern, J. S. D. Lis, S. S. D. León, 2020 .

On 1-Laplacian Elliptic Equations Modeling Magnetic Resonance Image Rician Denoising

Emanuele Schiavi, Sergio Segura de León, Adrián Martín, 2015, Journal of Mathematical Imaging and Vision.

On the solutions to 1-Laplacian equation with L1 data

S. D. León, A. Mercaldo, C. Trombetti, 2009 .

On the behaviour of the solutions to p-Laplacian equations as p goes to 1

S. D. León, A. Mercaldo, C. Trombetti, 2008 .

REGULARITY FOR ENTROPY SOLUTIONS OF PARABOLIC p-LAPLACIAN TYPE EQUATIONS

S. D. León, J. Toledo, S. S. D. León, 1999 .

Existence and uniqueness for a degenerate parabolic equation with L1-data

J. M. Mazón, F. Andreu, J. Toledo, 1999 .

Bounded and unbounded solutions for a class of quasi-linear elliptic problems with a quadratic gradient term

Cristina Trombetti, Lucio Boccardo, Sergio Segura de León, 2001 .

Elliptic equations having a singular quadratic gradient term and a changing sign datum

D. Giachetti, Francesco Petitta, S. S. D. León, 2012 .

Singular problems: existence and homogenization results

P. Donato, D. Giachetti, Francesco Petitta, 2013 .

Quasilinear stationary problems with a quadratic gradient term having singularities

Daniela Giachetti, Sergio Segura de León, D. Giachetti, 2012, J. Lond. Math. Soc..

UNIQUENESS OF SOLUTIONS FOR SOME ELLIPTIC EQUATIONS WITH A QUADRATIC GRADIENT TERM

D. Arcoya, S. S. D. León, 2010 .

Nonlinear elliptic equations having a gradient term with natural growth

Sergio Segura de León, Alessio Porretta, A. Porretta, 2006 .

Existence and uniqueness for $L^1$ data of some elliptic equations with natural growth

S. D. León, S. S. D. León, 2003 .

The $1$--Laplacian elliptic equation with inhomogeneous Robin boundary conditions

J. M. Mazón, J. Rossi, S. S. D. León, 2015, Differential and Integral Equations.

Semilinear Parabolic Equations with Superlinear Reaction Terms, and Application to Some Convection-diffusion Problems

D. Giachetti, A. Dall'Aglio, S. S. D. León, 2010 .

Multiplicity of Solutions to a Concave–Convex Problem

J. S. D. Lis, S. S. D. León, 2015 .

THE LIMIT AS p → 1 OF THE HIGHER EIGENVALUES OF THE p – LAPLACIAN OPERATOR −

S. S. D. León, 2019 .

Quasi-linear parabolic equations with degenerate coercivity having a quadratic gradient term

D. Giachetti, A. Dall'Aglio, C. Leone, 2006 .

Global existence for parabolic problems involving the p-Laplacian and a critical gradient term

D. Giachetti, A. Dall'Aglio, S. S. D. León, 2009 .

Global Existence for Nonlinear Parabolic Problems With Measure Data– Applications to Non-uniqueness for Parabolic Problems With Critical Gradient terms

A. Dall'Aglio, B. Abdellaoui, I. Peral, 2011 .

Multiplicity of solutions to a nonlinear boundary value problem of concave–convex type

J. S. D. Lis, S. S. D. León, 2015 .

Global existence for some slightly super-linear parabolic equations with measure data

D. Giachetti, A. Dall'Aglio, I. Peral, 2008 .

Old mathematical challenges: Precedents to the millennium problems

S. S. D. León, 2017 .

On the behaviour of solutions to the Dirichlet problem for the $p(x)$-Laplacian when $p(x)$ goes to $1$ in a subdomain

J. Rossi, A. Mercaldo, C. Trombetti, 2012, Differential and Integral Equations.