Razvan Gabriel Iagar

Associate Professor

Universidad Rey Juan Carlos

Spain

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About

Razvan Gabriel Iagar is an Associate Professor at Universidad Rey Juan Carlos, Spain. His research focuses on mathematical equations related to diffusion processes, particularly in relation to supercritical and subcritical fast diffusion equations. His recent publications explore topics such as global solutions, informational inequalities, and the behavior of various diffusion equations with inhomogeneous sources.

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Collaborators (4)

Ana Isabel Muñoz Montalvo

Profesora Titular

Universidad Rey Juan Carlos

SPAIN

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David Puertas Centeno

Profesor Ayudante Doctor

Universidad Rey Juan Carlos

SPAIN

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Ariel Sánchez Valdés

Universidad Rey Juan Carlos

SPAIN

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Philippe Laurençot

Université Savoie Mont-Blanc

FRANCE

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Razvan Gabriel Iagar

Research Interests

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Articles (20)

Global solutions versus finite time blow-up for the supercritical fast diffusion equation with inhomogeneous source

A New Transformation for the Subcritical Fast Diffusion Equation With Source and Applications

Extinction and non-extinction profiles for the sub-critical fast diffusion equation with weighted source

Eternal solutions to a porous medium equation with strong nonhomogeneous absorption. Part II: Dead-core profiles

Qualitative properties of solutions to a generalized Fisher–KPP equation

A new pair of transformations and applications to generalized informational inequalities and Hausdorff moment problem

Large time behavior for a quasilinear diffusion equation with weighted source

Existence of blow-up self-similar solutions for the supercritical quasilinear reaction-diffusion equation

A Hardy-Hénon equation in $${\mathbb {R}}^N$$ with sublinear absorption

Second order asymptotics and uniqueness for self-similar profiles to a singular diffusion equation with gradient absorption

A special self-similar solution and existence of global solutions for a reaction-diffusion equation with Hardy potential

Radial equivalence and applications to the qualitative theory for a class of nonhomogeneous reaction-diffusion equations

Self-similar solutions preventing finite time blow-up for reaction-diffusion equations with singular potential

Finite time extinction for a diffusion equation with spatially inhomogeneous strong absorption

Self-similar shrinking of supports and non-extinction for a nonlinear diffusion equation with spatially inhomogeneous strong absorption

Anomalous self-similar solutions of exponential type for the subcritical fast diffusion equation with weighted reaction

ETERNAL SOLUTIONS FOR A REACTION-DIFFUSION EQUATION WITH WEIGHTED REACTION

Self-similar Blow-Up Profiles for a Reaction–Diffusion Equation with Critically Strong Weighted Reaction

Non-existence of nonnegative separate variable solutions to a porous medium equation with spatially dependent nonlinear source

Self-similar blow-up patterns for a reaction-diffusion equation with weighted reaction in general dimension

Collaborators (4)

Ana Isabel Muñoz Montalvo

David Puertas Centeno

Ariel Sánchez Valdés

Philippe Laurençot

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