Solutions of the Dirichlet problem for a fourth-order p-Laplacian differential equation

The existence of infinitely many weak solutions for the fourth-order differential equation (φp(u″(t)))″​′+w(φp(u′(t)))′+a(t)φp(u(t))+b(t)φq(u(t))−c(t)φr(u(t))=0, for t ∈ [0, T] is studied. Here φp(t)=| t |p−2t,1

Keywords:

• p-Laplacian
• Dirichlet problem
• fourth order
• Applied mathematics
• Mathematics
• Differential equation

• Correction
• Source
• Cite
• Save
• Machine Reading By IdeaReader