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What is Bifurcation Analysis of Lane-Emden Equation about?

This paper investigates bifurcation results for the singular Lane-Emden-Fowler equation with a convection term, focusing on the boundary value problem involving nonlinear terms and Dirichlet conditions. The authors establish the asymptotic behavior of solutions near bifurcation points and highlight the significance of the convection term |∇u|^p in the analysis. Key theorems are presented regarding the existence and nonexistence of classical solutions based on parameters λ and µ, as well as the behavior of t

Author

Marcelo Gama

Language

EN