Jorge Rodríguez-López

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Universidade de Santiago de Compostela

Spain

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About

Jorge Rodríguez-López is an Assistant Professor at Universidade de Santiago de Compostela in Spain. His research focuses on differential equations, specifically exploring discontinuous systems, fixed point theorems, and solutions to Dirichlet problems. He has contributed to various published works, including studies on Birkhoff–Kellogg theorems and hybrid localization techniques. His recent studies emphasize the existence and uniqueness of solutions in nonlinear frameworks.

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Contrato predoctoral

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Articles (23)

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Collaborators (2)

Katarzyna Szymańska-Dębowska

Lodz University of Technology

POLAND

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Mirosława Zima

Rzeszów University

POLAND

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Jorge Rodríguez-López

Research Interests

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About

Recent Grants

Articles (23)

Lower and Upper Solutions for System of Differential Equations Involving Homeomorphism and Nonlinear Boundary Conditions

A Birkhoff–Kellogg Type Theorem for Discontinuous Operators with Applications

A hybrid Krasnosel'skiĭ-Schauder fixed point theorem for systems

Existence and uniqueness of Carathéodory and Filippov solutions for discontinuous systems of differential equations

Hybrid localization for nonlinear systems: lower/upper solution and Krasnosel’skiĭ fixed point theorem techniques

Positive radial solutions for Dirichlet problems in the ball

Second–order discontinuous ODEs and billiard problems

A fixed point index approach to Krasnosel'skiĭ-Precup fixed point theorem in cones and applications

Componentwise localization of solutions to systems of operator inclusions via Harnack type inequalities

Positive radial solutions for Dirichlet problems via a Harnack-type inequality

New Lipschitz–type conditions for uniqueness of solutions of ordinary differential equations

On the localization and numerical computation of positive radial solutions for ϕ-Laplace equations in the annulus

Uniqueness criteria for ordinary differential equations with a generalized transversality condition at the initial condition

A Unified Variational Approach to Discontinuous Differential Equations

Compression–Expansion Fixed Point Theorems for Decomposable Maps and Applications to Discontinuous ϕ -Laplacian problems

Degree theory for discontinuous operators

Positive Solutions of a Discontinuous One-Dimensional Beam Equation

Transversality conditions for the existence of solutions of first–order discontinuous functional differential equations

Existence and multiplicity results for second-order discontinuous problems via non-ordered lower and upper solutions

Existence and uniqueness of solutions for systems of discontinuous differential equations under localized Bressan–Shen transversality conditions

Fixed point index for discontinuous operators and fixed point theorems in cones with applications

New fixed point theorem for discontinuous operators in cones and applications

Solvability of non-semicontinuous systems of Stieltjes differential inclusions and equations

Collaborators (2)

Katarzyna Szymańska-Dębowska

Mirosława Zima

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