Add to ORKGWe consider microhyperbolic equations degenerated precisely on a hyperplane, and study the propagation of the singularities
The primitive equations for the atmosphere and ocean, as well as its linearization, called the hydro...
Special Issue: Approximation and extrapolation of convergent and divergent sequences and series (CIR...
The nonlinear Stokes phenomenon occurs in the local theory of differential equations (or, more conci...
We study microhyperbolic operators of the form $(D_1 - α_1 x_1 D_n)(D_1 - α_2 x_1 D_n)$+lower, $(D_1...
We study the Gevrey singularities of solutions of microhyperbolic equations using exponential weight...
AbstractWe consider second order degenerate hyperbolic Cauchy problems, the degeneracy coming either...
We consider second order degenerate hyperbolic Cauchy problems, the degeneracy coming either from lo...
AbstractWe study the behavior of solutions to the stationary Stokes equations near singular points. ...
For weakly hyperbolic operators whose characteristic roots degenerate only on the initial hypersurfa...
These lecture notes stemming from a course given at the Nankai Institute for Mathematics, Tianjin, i...
In this paper we consider partial differential operators of the type P(x, D)= P m(D)+Q(x, D), where ...
We compare the singularities for solutions to linear and semilinear weakly hyperbolic equations with...
This paper develops the bitensorial formulation of the system of singularities associated with unbou...
Abstract. We use a wave packet transform and weighted norm estimates in phase space to establish pro...
AbstractExact global propagators are constructed for the singular hyperbolic operators in two variab...
The primitive equations for the atmosphere and ocean, as well as its linearization, called the hydro...
Special Issue: Approximation and extrapolation of convergent and divergent sequences and series (CIR...
The nonlinear Stokes phenomenon occurs in the local theory of differential equations (or, more conci...
We study microhyperbolic operators of the form $(D_1 - α_1 x_1 D_n)(D_1 - α_2 x_1 D_n)$+lower, $(D_1...
We study the Gevrey singularities of solutions of microhyperbolic equations using exponential weight...
AbstractWe consider second order degenerate hyperbolic Cauchy problems, the degeneracy coming either...
We consider second order degenerate hyperbolic Cauchy problems, the degeneracy coming either from lo...
AbstractWe study the behavior of solutions to the stationary Stokes equations near singular points. ...
For weakly hyperbolic operators whose characteristic roots degenerate only on the initial hypersurfa...
These lecture notes stemming from a course given at the Nankai Institute for Mathematics, Tianjin, i...
In this paper we consider partial differential operators of the type P(x, D)= P m(D)+Q(x, D), where ...
We compare the singularities for solutions to linear and semilinear weakly hyperbolic equations with...
This paper develops the bitensorial formulation of the system of singularities associated with unbou...
Abstract. We use a wave packet transform and weighted norm estimates in phase space to establish pro...
AbstractExact global propagators are constructed for the singular hyperbolic operators in two variab...
The primitive equations for the atmosphere and ocean, as well as its linearization, called the hydro...
Special Issue: Approximation and extrapolation of convergent and divergent sequences and series (CIR...
The nonlinear Stokes phenomenon occurs in the local theory of differential equations (or, more conci...