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INFINITELY MANY POSITIVE SOLUTIONS OF FRACTIONAL NONLINEAR SCHRÖDINGER EQUATIONS WITH NON-SYMMETRIC POTENTIALS WEIWEI AO JUNCHENG WEI AND WEN YANG ABSTRACT We consider…

Fractional differentiability for solutions of nonlinear elliptic equations A. L. Baisón, A. Clop, R. Giova, J. Orobitg, A. Passarelli di Napoli Abstract We study nonlinear…

The Hamiltonian structure of the nonlinear Schrödinger equation and the asymptotic stability of its ground states S Cuccagna Università di Trieste Bertinoro 29 September…

INFINITELY MANY POSITIVE SOLUTIONS OF FRACTIONAL NONLINEAR SCHRÖDINGER EQUATIONS WITH NON-SYMMETRIC POTENTIALS WEIWEI AO, JUNCHENG WEI, AND WEN YANG ABSTRACT. We consider…

Lévy path integral approach to the fractional Schrödinger equation with δ-perturbed infinite square well Lévy path integral approach to the fractional Schrödinger equation…

Schrödinger Equation Outline Wave Equations from ω-k Relations Schrodinger Equation The Wavefunction Reading - French and Taylor, Chapter 3 QUANTUM MECHANICS SETS PROBABILITIES…

Random Schrödinger Operators Francisco Hoecker-Escuti LaGa, Université Paris 13 Technische Universität Chemnitz Maths Physics Young Researchers Meeting April 11th-12th…

Fα(x) = Cαe iπy 2 cotα ∫ f (x)e iπx 2 cotαe−i 2π sin α xy dx Aplicación en Scilab para el tratamiento de señales con la transformación de Fourier fraccionaria:…

Dualidade onda-corpúsculo Princípio de incerteza de Heisenberg Mecânica Quântica Equação de Schrödinger ( )∂ ∂ ∂ ∂ ∂ ∂ π2 2 2 2 2 2 2 2 8 0 Ψ Ψ Ψ Ψ…

The Fractional Laplacian for the Fractional PDEsI Kailai Xu1 Abstract Recent years have witnessed a notable boom in the research interest in the modeling using nonlocal operators.…

ISSN 1 746-7233, England, UK World Journal of Modelling and Simulation Vol. 9 (2013) No. 2, pp. 139-149 Numerical Behavior of a Fractional Order HIV/AIDS Epidemic Model Mohammad…

• How to relate discrete energy levels with Hamiltonian described in terms of continгous coordinate x and momentum p? • Acoustics: set of frequencies is associated with…

EECS 142 Lecture 8: Distortion Metrics Prof Ali M Niknejad University of California Berkeley Copyright c© 2005 by Ali M Niknejad A M Niknejad University of California Berkeley…

Schrödinger Equation in Born-Oppenheimer Approximation (1) Time-independent Schrödinger equation: Wave-function: (where x=(r,s)) Solution: Energy: E 2 Schrödinger Equation…

SIGNALING PROBLEM FOR TIME-FRACTIONAL DIFFUSION-WAVE EQUATION IN A HALF-PLANE Yuriy Povstenko Abstract The time-fractional diffusion-wave equation is considered in a half-plane.…

Driven Nonlinear Oscillators Physics 15a Lab - Spring 2013 Simple Harmonic Oscillators: Simple harmonic oscillators have a linear response to a driving force, and respond…

DISCONTINUOUS GALERKIN METHOD FOR FRACTIONAL CONVECTION-DIFFUSION EQUATIONS Q XU∗ AND J S HESTHAVEN† Abstract We propose a discontinuous Galerkin method for convection-subdiffusion…

Plasticity http:imechanicaorgnode17162 Z Suo October 13 2014 Nonlinear viscosity 1 NONLINEAR VISCOSITY Linear isotropic incompressible viscous fluid A fluid deforms in a…

Nonlinear Models Dan Lizotte 2018-10-18 Nonlinearly separable data • A linear boundary might be too simple to capture the class structure • One way of getting a nonlinear…

Simple Mechanical Fractional Derivative Models 1 Friedrich, C., H. Schiessel, et al. 1999. Constitutive behavior modeling and fractional derivatives. Rheology Series: 429-466.…