Nova Publishers
My Account Nova Publishers Shopping Cart
HomeBooksSeriesJournalsReference CollectionseBooksInformationSalesImprintsFor Authors
            
  Top » Catalog » Books » Mathematics and Statistics » Evolution Equations » My Account  |  Cart Contents  |  Checkout   
Quick Find
  
Use keywords to find the product you are looking for.
Advanced Search
What's New? more
Food Safety, Assistance and U.S. Programs
$85.50
Shopping Cart more
0 items
Information
Shipping & Returns
Privacy Notice
Conditions of Use
Contact Us
Bestsellers
01.Evolution Equations for Grain Growth and Coarsening (pp.5-60)
Notifications more
NotificationsNotify me of updates to Singularity Structure Analysis of the Vector Nonlinear Schrodinger System: Miscellaneous Excitations and their Interactions (pp.181-220)
Tell A Friend
 
Tell someone you know about this product.
Singularity Structure Analysis of the Vector Nonlinear Schrodinger System: Miscellaneous Excitations and their Interactions (pp.181-220) $100.00
Authors:  (Victor Kuetche Kamgangr, Thomas Boueton Bouetou, Crepin Kofane Timoleon, Ecole Nationale Superieure Polytechnique, University of Yaounde I, Cameroon, and others)
Abstract:
Throughout this chapter, we investigate the singularity structure analysis of the
(2+1)-dimensional coupled nonlinear Schr¨odinger (CNLS) equations, and we show
that these equations are Painlev´e (P)-integrable. Bymeans of theWeiss et al.’smethodology,
we show the arbitrariness of the expansion coefficients and the consistency of
the truncation corresponding to a special B¨acklund transformation (BT) of these CNLS
equations. In the wake of such transformation, following the Hirota’s formalism, we
derive a one-soliton solution. Besides, by using the Zakharov-Shabat (ZS) scheme
which provides a general Lax-representation of an evolution system, we show that the
(2+1)-dimensional CNLS system under interests is completely integrable. Furthermore,
using the arbitrariness of the above coefficients, we unearth and investigate a
typical spectrum of localized and periodic coherent structures. As a result, we depict
the elastic and nonelastic interactions amongst such structures and also a splitting
phenomenon occurring during their motion. 


Available Options:
Version:
Special Focus Titles
01.Flavonoids in the Fight against Upper Gastrointestinal Tract Cancers
02.Resilience and Health: A Potent Dynamic
03.Alpha Lipoic Acid: New Perspectives and Clinical Use in Obstetrics and Gynecology
04.Advances in Psychobiology
05.Biodiversity in Time and Space
06.Multifaceted Autoethnography: Theoretical Advancements, Practical Considerations and Field Illustrations
07.Islam and Muslims in Europe
08.Violence Against Women in the 21st Century: Challenges and Future Directions
09.Challenges and Opportunities for Eurozone Governance
10.Flour: Production, Varieties and Nutrition
11.Liquid Metals: From Atomistic Potentials to Properties, Shock Compression, Earth's Core and Nanoclusters
12.Polyunsaturated Fatty Acids (PUFAs): Food Sources, Health Effects and Significance in Biochemistry

Nova Science Publishers
© Copyright 2004 - 2018

Singularity Structure Analysis of the Vector Nonlinear Schrodinger System: Miscellaneous Excitations and their Interactions (pp.181-220)