Publication detail

ON COMPETING (p, q )- LAPLACIAN DIRICHLET PROBLEM WITH UNBOUNDED WEIGHT

DIBLÍK, J. GALEWSKI, M. KOSSOWSKI, I. MOTREANU, D.

Original Title

ON COMPETING (p, q )- LAPLACIAN DIRICHLET PROBLEM WITH UNBOUNDED WEIGHT

Type

journal article in Web of Science

Language

English

Original Abstract

We investigate the existence of generalized solutions to coercive competing system driven by the (p, q)-Laplacian with unbounded perturbation corresponding to the leading term in the differential operator and with convection depending on the gradient. Some abstract principle leading to the existence of generalized solutions is also derived based on the Galerkin scheme.

Keywords

Dirichlet problem; Laplacian; generalized solution; unbounded weight; coercivity

Authors

DIBLÍK, J.; GALEWSKI, M.; KOSSOWSKI, I.; MOTREANU, D.

Released

1. 1. 2025

Publisher

KHAYYAM PUBL CO INC

Location

ATHENS

ISBN

0893-4983

Periodical

Differential and Integral Equations

Year of study

38

Number

1-2

State

United States of America

Pages from

23

Pages to

42

Pages count

20

URL

https://projecteuclid.org/journals/differential-and-integral-equations/volume-38/issue-1_2f_2/On-competing-pq-Laplacian-Dirichlet-problem-with-unbounded-weight/10.57262/die038-0102-23.short

BibTex

@article{BUT189880,
  author="Josef {Diblík} and Marek {Galewski} and Igor {Kossowski} and Dumitru {Motreanu}",
  title="ON COMPETING (p, q )- LAPLACIAN DIRICHLET PROBLEM WITH UNBOUNDED WEIGHT",
  journal="Differential and Integral Equations",
  year="2025",
  volume="38",
  number="1-2",
  pages="23--42",
  doi="10.57262/die038-0102-23",
  issn="0893-4983",
  url="https://projecteuclid.org/journals/differential-and-integral-equations/volume-38/issue-1_2f_2/On-competing-pq-Laplacian-Dirichlet-problem-with-unbounded-weight/10.57262/die038-0102-23.short"
}