AbstractThe global existence of a classical solution of the initial-boundary value problem or the initial value problem for certain degenerating parabolic equations is established by constructing approximate solutions by the standard Galerkin procedure and applying some differential and integral inequalities when the initial value is smooth enough, has small norm in a suitable sense, and may change sign
We investigate uniqueness of solutions to the initial value problem for degenerate parabolic equatio...
We investigate uniqueness of solutions to the initial value problem for degenerate parabolic equatio...
We investigate uniqueness of solutions to the initial value problem for degenerate parabolic equatio...
AbstractThe global existence of a classical solution of the initial-boundary value problem or the in...
We give an existence theorem of global solution to the initial-boundary value problem for [formula] ...
AbstractConsider the degenerate parabolic boundary value problemut=Δϕ(u)+f(u) on Ω×(0,∞) in which Ω ...
Consider the degenerate parabolic boundary value problemut = Δϕ(u) + f(u) on Ω × (0, ∞) in which Ω i...
AbstractThe initial and boundary value problem for the degenerate parabolic equation vt = Δ(ϑ(v)) + ...
AbstractThis paper is concerned with the existence and comparison principle of classical solutions f...
AbstractThis paper investigates the global existence and nonexistence of positive solutions of the n...
We show that the reaction-diffusion system ut = ∆ϕ(u) + f (v), vt = ∆ψ(v) + g(u), with homogeneous N...
AbstractThis paper considers the Cauchy problem for the general degenerate parabolic equations (1.1)...
We investigate uniqueness of solutions to the initial value problem for degenerate parabolic equatio...
We investigate uniqueness of solutions to the initial value problem for degenerate parabolic equatio...
We investigate uniqueness of solutions to the initial value problem for degenerate parabolic equatio...
We investigate uniqueness of solutions to the initial value problem for degenerate parabolic equatio...
We investigate uniqueness of solutions to the initial value problem for degenerate parabolic equatio...
We investigate uniqueness of solutions to the initial value problem for degenerate parabolic equatio...
AbstractThe global existence of a classical solution of the initial-boundary value problem or the in...
We give an existence theorem of global solution to the initial-boundary value problem for [formula] ...
AbstractConsider the degenerate parabolic boundary value problemut=Δϕ(u)+f(u) on Ω×(0,∞) in which Ω ...
Consider the degenerate parabolic boundary value problemut = Δϕ(u) + f(u) on Ω × (0, ∞) in which Ω i...
AbstractThe initial and boundary value problem for the degenerate parabolic equation vt = Δ(ϑ(v)) + ...
AbstractThis paper is concerned with the existence and comparison principle of classical solutions f...
AbstractThis paper investigates the global existence and nonexistence of positive solutions of the n...
We show that the reaction-diffusion system ut = ∆ϕ(u) + f (v), vt = ∆ψ(v) + g(u), with homogeneous N...
AbstractThis paper considers the Cauchy problem for the general degenerate parabolic equations (1.1)...
We investigate uniqueness of solutions to the initial value problem for degenerate parabolic equatio...
We investigate uniqueness of solutions to the initial value problem for degenerate parabolic equatio...
We investigate uniqueness of solutions to the initial value problem for degenerate parabolic equatio...
We investigate uniqueness of solutions to the initial value problem for degenerate parabolic equatio...
We investigate uniqueness of solutions to the initial value problem for degenerate parabolic equatio...
We investigate uniqueness of solutions to the initial value problem for degenerate parabolic equatio...
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