PUBLICACIÓN

Numerical analysis of approximation error for a nonlinear parabolic problem with terms concentrating in an oscillatory neighborhood of the boundary

ACCEDER A LA PUBLICACIÓN: Scopus

2024 Applied Mathematics and Information Sciences

Analysis (Q4), Applied Mathematics (Q3), Computational Theory and Mathematics (Q3), Computer Science Applications (Q3), Numerical Analysis (Q3)

SJR: 0.27

CITAS

0

DOI

10.18576/amis/180219

EID

2-s2.0-85187258690

ISSN

1935-0090

EISSN

2325-0399

AUTORES DE LA UEX

Daniel Morales González

OTRAS PUBLICACIONES DE INTERÉS

Derivation Of Vector-Valued Complex Interpolation Scales
Numerical Analysis Of Approximation Error For A Nonlinear Parabolic Problem With Terms Concentrating In An Oscillatory Neighborhood Of The Boundary
A Natural Correspondence Between Quasiconcave Functions And Fuzzy Norms
Numerical Analysis Of Approximation Error For A Nonlinear Parabolic Problem With Terms Concentrating In An Oscillatory Neighborhood Of The Boundary
A Natural Correspondence Between Quasiconcave Functions And Fuzzy Norms
The Butterfly Lemma
A Natural Correspondence Between Quasiconcave Functions And Fuzzy Norms
The Butterfly Lemma
Some More Twisted Hilbert Spaces
The Butterfly Lemma
Some More Twisted Hilbert Spaces
The Banach Space Of Quasinorms On A Finite-Dimensional Space
Some More Twisted Hilbert Spaces
The Banach Space Of Quasinorms On A Finite-Dimensional Space
Derivation Of Vector-Valued Complex Interpolation Scales
The Banach Space Of Quasinorms On A Finite-Dimensional Space
Derivation Of Vector-Valued Complex Interpolation Scales
Numerical Analysis Of Approximation Error For A Nonlinear Parabolic Problem With Terms Concentrating In An Oscillatory Neighborhood Of The Boundary
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