Eventos Académicos

CONFERENCIAS: Seminario Internacional de Ecuaciones Diferenciales, Cálculo Fraccionario y Aplicaciones

MARTES 07-SETIEMBRE 2021

Inauguración:

 

Ponencia 1:

NON HOMOGENEUS FRACTIONAL ELLIPTIC SYSTEM WITH CRITICAL NONLINEARITIES

OLIMPIO H. MIYAGAKI

 

 

Ponencia 2:

PHI - HILFER PSEUDO-FRACTIONAL OPERATOR AND PROPERTIES

JOSÉ SOUSA

 

Ponencia 3:

VARIATIONAL FORMULATION FOR FRACTIONAL HYPERBOLIC EQUATIONS IN THE THEORY OF VISCOELASTICITY

LUIS LÓPEZ

 

Ponencia 4:

PROBLEMAS PARABÓLICOS CON OPERADORES NO LOCALES DE ORDEN VARIABLE

MIGUEL YANGARI

 

 

MIÉRCOLES 08-SETIEMBRE 2021

Ponencia 5:

A LIONS TYPE RESULT FOR A LARGE CLASS OF ORLICZ-SOBOLEV SPACE AND APPLICATIONS

CLAUDIANOR O. ALVES

 

Ponencia 6:

EXISTENCE RESULT FOR SOME ANISOTROPIC SINGULAR PROBLEMS VIA SUB-SUPERSOLUTIONS

LEANDRO TAVARES

 

Ponencia 7:

POSITIVE SOLUTIONS FOR A CLASS OF FRACTIONAL CHOQUARD EQUATIONS IN EXTERIOR DOMAIN

CÉSAR TORRES

 

Ponencia 8:

ON CLASS OF QUASILINEAR EQUATIONS INVOLVING CRITICAL EXPONENTIAL GROWTH AND CONCAVE TERMS UN RN

JEFFERSON DOS SANTOS

 

 

JUEVES 09-SETIEMBRE 2021

Ponencia 9:

THE EFFECT OF THE DOMAIN TOPOLOGY ON THE NUMBER OF POSITIVE SOLUTIONS FOR A ELLIPTIC SYSTEM

GIOVANNY FIGUEREIDO

 

Ponencia 10:

ON POSSITIVE SOLUTIONS OF ELLIPTIC EQUATIONS WITH OSCILLATING NOLINEARITY IN RN

ALÂNNIO NOBREGA

 

Ponencia 11:

FRACTIONAL SOBOLEV SPACE WITH RIEMANN-LIOUVILLE FRACTIONAL DERIVATIVE AND APPLICATION TO A FRACTIONAL CONCAVE-CONVEX

MANUEL MONTALVO

Ponencia 12:

GROUND STATE SOLUTIONS FOR A CLASS OF NON LOCAL REGIONAL SCHRÖDINGER EQUATION WITH NON PERIODIC POTENTIALS

HERNÁN CUTI

 

Clausura: