On the universal local and global properties of positive solutions to $Δ_pv+b|\nabla v|^q+cv^r=0$ on complete Riemannian manifolds

Documents similaires

• Local and Global Log-Gradient estimates of solutions to $Δ_pv+bv^q+cv^r =0$ on manifolds and applications
  par: He, Jie, et autres
  Publié: (2024)
• Liouville theorems and new gradient estimates for positive solutions to $Δ_pv+a(v+b)^q=0$ on a complete manifold
  par: Wang, Youde, et autres
  Publié: (2025)
• Quasi-linear equation $Δ_pv+av^q=0$ on manifolds with integral bounded Ricci curvature and geometric applications
  par: Wang, Youde, et autres
  Publié: (2026)
• Gradient Estimate for Solutions of $Δv+v^r-v^s= 0$ on A Complete Riemannian Manifold
  par: Wang, Youde, et autres
  Publié: (2023)
• Liouville type theorems for some $(p,q)$-Laplace equations with gradient dependent reaction on Riemannian manifolds
  par: Wang, Youde, et autres
  Publié: (2026)