Fourier-integral operator approximation of solutions to first-order hyperbolic pseudodifferential equations II: microlocal analysis

The approximation Ansatz proposed here is a tool to compute approximations of the exact solution to the Cauchy problem (1)–(2) and yields a representation of these so- lution by

[16] DOMSHLAK, Y.: On oscillation properties of delay differencial equations with oscillating coefficients, Funct. Dif- ference Equ. P.: Oscillations of first-order delay

Numerical Simulations of Viscoelastic Fluid Flows Past a Transverse Slot Using Least-Squares Finite Element Methods Hsueh-Chen Lee1.. Abstract This paper presents a least-squares

In Albano-Cannarsa [1] the authors proved that, under some condi- tions, the singularities of the semiconcave viscosity solutions of the Hamilton- Jacobi equation propagate

Perverse sheaves on a complex manifold X are local objects — they form an abelian stack which is a subprestack of the prestack of (derived) sheaves on X (see [3] for the general

Illustrative examples show that the conversion of a system described by a single first-order hyperbolic partial differential equation to an integral delay system can simplify

BOGOVSKI~, Solution of the first boundary value problem for the equation of continuity of an incompressible medium, Soviet Math. CATTABRIGA, Su un problema al

Conclude to the existence and uniqueness of a global (in time) variational solution to the nonlinear McKean- Vlasov equation..