It is proved that the heat equations of harmonic maps have self-similar solutions satisfying certain energy condition.Mathematics, AppliedMathematicsSCI(E)EI12ARTICLE2113-1324
Abstract: Some known self-similar solutions to the equations of a viscous incompressible c...
Abstract. In this paper, we study the asymptotic behavior of cer-tain solutions of the nonlinear hea...
Abstract. We obtain the equivalence conditions for an on-diagonal upper bound of heat kernels on sel...
We study the existence, uniqueness, and stability of self-similar expanders of the harmonic map heat...
We analyse the finite-time blow-up of solutions of the heat flow for k-corotational maps $\mathbb{R}...
In this note, we showed the existence of equivariant self-similar solutions with finite local energy...
Abstract. In this note we investigate some properties of solutions of ordinary differential equation...
AbstractWe are interested in positive radially symmetric solutions of the semilinear equationΔw−y·∇w...
An investigation into the existence and uniqueness solution of self-similar solution for the coupled...
We consider the heat flow of corotational harmonic maps from R3 to the three-sphere and prove the no...
We study the self-similar solutions of the equation ut div(jrujp2ru) = 0; in RN; when p> 2: We ...
We are interested in positive radially symmetric solutions of the semilinear equation 2w& y} {w ...
We study the radiative hydrodynamics flow of radiation-driven heat waves in hot dense plasmas, using...
We establish various uniformity properties of the harmonic map heat flow, including uniform converge...
In this paper, we study the asymptotic behavior of certain solutions of the nonlinear heat equation ...
Abstract: Some known self-similar solutions to the equations of a viscous incompressible c...
Abstract. In this paper, we study the asymptotic behavior of cer-tain solutions of the nonlinear hea...
Abstract. We obtain the equivalence conditions for an on-diagonal upper bound of heat kernels on sel...
We study the existence, uniqueness, and stability of self-similar expanders of the harmonic map heat...
We analyse the finite-time blow-up of solutions of the heat flow for k-corotational maps $\mathbb{R}...
In this note, we showed the existence of equivariant self-similar solutions with finite local energy...
Abstract. In this note we investigate some properties of solutions of ordinary differential equation...
AbstractWe are interested in positive radially symmetric solutions of the semilinear equationΔw−y·∇w...
An investigation into the existence and uniqueness solution of self-similar solution for the coupled...
We consider the heat flow of corotational harmonic maps from R3 to the three-sphere and prove the no...
We study the self-similar solutions of the equation ut div(jrujp2ru) = 0; in RN; when p> 2: We ...
We are interested in positive radially symmetric solutions of the semilinear equation 2w& y} {w ...
We study the radiative hydrodynamics flow of radiation-driven heat waves in hot dense plasmas, using...
We establish various uniformity properties of the harmonic map heat flow, including uniform converge...
In this paper, we study the asymptotic behavior of certain solutions of the nonlinear heat equation ...
Abstract: Some known self-similar solutions to the equations of a viscous incompressible c...
Abstract. In this paper, we study the asymptotic behavior of cer-tain solutions of the nonlinear hea...
Abstract. We obtain the equivalence conditions for an on-diagonal upper bound of heat kernels on sel...
DOI
Add to ORKG