Non-Realizable CR Structures.
Nonreflecting Boundary Conditions for Hyperbolic Conservation laws
Nonresonance and global existence of prestressed nonlinear elastic waves.
Nonresonance Below the First Eigenvalue for a Semilinear Elliptic Problem.
Nonresonance conditions at the two first eigenvalues for semilinear equations
Non-Resonance for a Strongly Dissipative Wave Equation in Higher Dimensions.
Nonresonant smoothing for coupled wave + transport equations and the Vlasov-Maxwell system.
Non-simultaneous blow-up for a reaction-diffusion system with absorption and coupled boundary flux.
Non-simultaneous blow-up for a semilinear parabolic system with nonlinear memory.
Nonsmoothing in a single conservation law with memory.
Non-standard applications of the Łojasiewicz-Simon theory: Stabilization to equilibria of solutions to phase-field models
This is a survey of results on the long-time behavior of solutions to phase-field models and related problems. The central idea is based on several non-standard applications of the Łojasiewicz-Simon theory.
Nonstandard Finite Difference Schemes with Application to Finance: Option Pricing
2000 Mathematics Subject Classification: 65M06, 65M12.The paper is devoted to pricing options characterized by discontinuities in the initial conditions of the respective Black-Scholes partial differential equation. Finite difference schemes are examined to highlight how discontinuities can generate numerical drawbacks such as spurious oscillations. We analyze the drawbacks of the Crank-Nicolson scheme that is most frequently used numerical method in Finance because of its second order accuracy....
Nonstandard methods for Navier-Stokes equations
Non-Stationary Burgers Flows with Vanishing Viscosity in Bounded Domains of IR3.
Nonstationary Marangoni convection
Non-stationary parallel multisplitting AOR methods.
Nonsteady flow of water and oil through inhomogeneous porous media
Nonstrictly Hyperbolic Nonlinear Systems.
Non-symmetric elliptic operators on bounded Lipschitz domains in the plane.
Non-topological condensates in self-dual Chern-Simons gauge theory
This note is concerned with the recent paper "Non-topological N-vortex condensates for the self-dual Chern-Simons theory" by M. Nolasco. Modifying her arguments and statements, we show that the existence of "non-topological" multi-vortex condensates follows when the number of prescribed vortex points is greater than or equal to 2.