<--- Back to Details
First PageDocument Content
Calculus / Mathematical analysis / Mathematics / Partial differential equations / Solitons / Dynamical systems / Scattering theory / Mathematical modeling / Differential equation / Nonlinear system / Inverse scattering transform / Integrable system
Date: 2008-05-18 08:49:08
Calculus
Mathematical analysis
Mathematics
Partial differential equations
Solitons
Dynamical systems
Scattering theory
Mathematical modeling
Differential equation
Nonlinear system
Inverse scattering transform
Integrable system

Microsoft Word - updates.doc

Add to Reading List

Source URL: www.uta.edu

Download Document from Source Website

File Size: 253,76 KB

Share Document on Facebook

Similar Documents

2016 RIMS Joint Research: Development of Scattering Theory for Differential Equations Date: September 7 (Wed.)–9 (Fri.), 2016 Venue: Room 111, RIMS, Kyoto University Note: Most of talks will be given in Japanese

DocID: 1sn5J - View Document

RELATIONS AMONG SPIN AMPLITUDES FOR 2 −→ 2 SCATTERING Greg Mahlon, Penn State Mont Alto Stephen Parke, Fermi National Accelerator Laboratory Mahlon and Parke, hep-ph/08mm.xxxx (coming FallSeeds of this discus

DocID: 1rJks - View Document

547 Documenta Math. On the scattering theory of the Laplacian with a periodic boundary condition.

DocID: 1rE8K - View Document

Introduction Integrand Reduction and Color-Kinematic Duality Differential Equations Open Problems and Conclusion New Developments for Scattering Amplitudes

DocID: 1rxJE - View Document

Physics / Particle physics / Electroweak theory / Elementary particles / Nuclear physics / Quantum field theory / Thomas Jefferson National Accelerator Facility / Weak interaction / Asymmetry / Standard Model / Electron / Parity

(Proposal to Jefferson Lab PAC-33) ~e−2 H Parity Violating Deep Inelastic Scattering (PVDIS) at CEBAF 6 GeV A. Afanasev, P.E. Bosted, A. Camsonne, J.-P. Chen, E. Chudakov, A. Deur, J.-O. Hansen, D.W. Higinbotham, D. M

DocID: 1r4XT - View Document