Ele-Mαth
  • Ele-Math home
  • MIA
  • OaM
  • JMI
  • DEA
    • Volumes 1…17
      • Volume 1
      • Volume 2
      • Volume 3
      • Volume 4
        • Issue 1
        • Issue 2
        • Issue 3
        • Issue 4
      • Volume 5
      • Volume 6
      • Volume 7
      • Volume 8
      • Volume 9
      • Volume 10
      • Volume 11
      • Volume 12
      • Volume 13
      • Volume 14
      • Volume 15
      • Volume 16
      • Volume 17
    • Volume 18
    • Editorial board
    • Payment instructions
  • JCA
  • FDC
  • Open Access
  • Fees
  • FAQ
  • Login
  • Register
Log in
  • Ele-Math home
  • MIA
  • OaM
  • JMI
  • DEA
    • Volumes 1…17
      • Volume 1
      • Volume 2
      • Volume 3
      • Volume 4
        • Issue 1
        • Issue 2
        • Issue 3
        • Issue 4
      • Volume 5
      • Volume 6
      • Volume 7
      • Volume 8
      • Volume 9
      • Volume 10
      • Volume 11
      • Volume 12
      • Volume 13
      • Volume 14
      • Volume 15
      • Volume 16
      • Volume 17
    • Volume 18
    • Editorial board
    • Payment instructions
  • JCA
  • FDC
  • Open Access
  • Fees
  • FAQ
  • Login
  • Register
Differential Equations & Applications

Volume 4, Issue 1

  • Ann Derlet
  • Peter Takáč

A quasilinear parabolic model for population evolution

Downloads

Abstract PDF Full article PDF

DOI

First page of A quasilinear parabolic model for population evolution

Find all available articles from these authors

  • Ann Derlet
  • Peter Takáč

Find more articles with the same keywords

  • quasilinear parabolic problem
  • strongly monotone operator
  • monotone iterations
  • sub- and supersolutions
  • asymptotic behavior
  • logistic equation
  • P-Laplacian

Find more articles with the same subject classes

  • 35B40
  • 35K59
  • 35K92
  • 92D25