<--- Back to Details
First PageDocument Content
Solitons / Partial differential equations / Wave mechanics / Stability theory / Wave equation / Calculus of variations / Differential equation / Electromagnetic wave equation / Korteweg–de Vries equation / Calculus / Physics / Multivariable calculus
Date: 1998-12-10 12:48:48
Solitons
Partial differential equations
Wave mechanics
Stability theory
Wave equation
Calculus of variations
Differential equation
Electromagnetic wave equation
Korteweg–de Vries equation
Calculus
Physics
Multivariable calculus

PHYSICAL REVIEW E VOLUME 57, NUMBER 2 FEBRUARY 1998

Add to Reading List

Source URL: www.physics.utoronto.ca

Download Document from Source Website

File Size: 777,79 KB

Share Document on Facebook

Similar Documents

Wave mechanics / Electromagnetic radiation / Electrodynamics / Optics / Electrical components / Helmholtz equation / Waveguide / Transverse mode

Dielectric Waveguide Peter Hertel Modes Two field components

DocID: 1oOve - View Document

COMPARISON OF THE CONTINUOUS, SEMI-DISCRETE AND FULLYDISCRETE TRANSPARENT BOUNDARY CONDITIONS (TBC) FOR THE PARABOLIC WAVE EQUATION 1. THEORY Ľubomír Šumichrast Institute of Electromagnetic Theory, Slovak University o

DocID: 1jmQw - View Document

Nonlinear optics / Quantum optics / Zinc compounds / Photonics / Zinc telluride / Sellmeier equation / Two-photon absorption / Cadmium telluride / Laser / Optics / Physics / Electromagnetic radiation

New nonlinear crystal for three-wave interactions with transmission extending from 1.7 to 25 µm

DocID: 1ac3E - View Document

Thermodynamics / Electromagnetic radiation / Optics / Photon / Wave–particle duality / Planck constant / Introduction to quantum mechanics / Schrödinger equation / Electron / Physics / Quantum mechanics / Quantum electrodynamics

L_Notes1 (Ch 8 and Ch 9, Atkins’ 8th ed.) Physical Chemistry II (Quantum Theory) (Mathematical Requirement: Linear Algebra and Calculus ) INTRODUCTION:

DocID: 18qdg - View Document

Photon / Electron / Double-slit experiment / Wave–particle duality / Electromagnetic radiation / Schrödinger equation / Quantum / Light / Particle physics / Physics / Quantum mechanics / Quantum field theory

Teaching Quantum Physics Without Paradoxes Art Hobson, University of Arkansas, Fayetteville, AR A

DocID: 17A2P - View Document