Add to ORKGWe study the large-time behavior of solutions to a generalized Burgers Equation, with initial zero mass data. Our main purpose is to present a modified version of the Renormalization Group map, which is able to provide the higher order asymptotic properties of the solution to the Cauchy problem of a class of nonlinear time-evolution problems.Comment: 25 page
A systematic analysis of the Burgers–Kardar-Parisi-Zhang equation in d+1 dimensions by dynamic renor...
We solve the problem of asymptotic behaviour of the renewal measure (Green function) generated by a ...
We construct a formally time-reversible, one-dimensional forced Burgers equation by imposing a globa...
We consider the large time asymptotic behavior of solutions to the Cauchy problem for a dispersive-d...
AbstractWe consider the generalized Burgers equation: (GBE)ut=Δ(um)−∂∂x1(uq),with exponents m>1 and ...
23 pages. This version contains details that are skipped in the published version.International audi...
In this thesis we use the method of matched asymptotic coordinate expansions to examine in detail th...
In this paper we analyze the large-time behavior of the augmented Burgers equation. We first study t...
We consider the large time behavior of the solutions to the Cauchy problem for the BBM-Burgers equat...
AbstractIn this paper we study the generalized Burgers equation ut+(u2/2)x=f(t)uxx, where f(t)>0 for...
This work is devoted to the decay ofrandom solutions of the unforced Burgers equation in one dimensi...
In this thesis we use the method of matched asymptotic coordinate expansions to examine in detail th...
AbstractThis paper is concerned with the existence and stability analysis of the generalized Burgers...
We explain how to apply Renormalization Group ideas to the analysis of the long-time asymptotics of ...
Bhatnagar-Gross-Krook (BGK) equation is a relaxation model of the Boltzmann equation which is widely...
A systematic analysis of the Burgers–Kardar-Parisi-Zhang equation in d+1 dimensions by dynamic renor...
We solve the problem of asymptotic behaviour of the renewal measure (Green function) generated by a ...
We construct a formally time-reversible, one-dimensional forced Burgers equation by imposing a globa...
We consider the large time asymptotic behavior of solutions to the Cauchy problem for a dispersive-d...
AbstractWe consider the generalized Burgers equation: (GBE)ut=Δ(um)−∂∂x1(uq),with exponents m>1 and ...
23 pages. This version contains details that are skipped in the published version.International audi...
In this thesis we use the method of matched asymptotic coordinate expansions to examine in detail th...
In this paper we analyze the large-time behavior of the augmented Burgers equation. We first study t...
We consider the large time behavior of the solutions to the Cauchy problem for the BBM-Burgers equat...
AbstractIn this paper we study the generalized Burgers equation ut+(u2/2)x=f(t)uxx, where f(t)>0 for...
This work is devoted to the decay ofrandom solutions of the unforced Burgers equation in one dimensi...
In this thesis we use the method of matched asymptotic coordinate expansions to examine in detail th...
AbstractThis paper is concerned with the existence and stability analysis of the generalized Burgers...
We explain how to apply Renormalization Group ideas to the analysis of the long-time asymptotics of ...
Bhatnagar-Gross-Krook (BGK) equation is a relaxation model of the Boltzmann equation which is widely...
A systematic analysis of the Burgers–Kardar-Parisi-Zhang equation in d+1 dimensions by dynamic renor...
We solve the problem of asymptotic behaviour of the renewal measure (Green function) generated by a ...
We construct a formally time-reversible, one-dimensional forced Burgers equation by imposing a globa...