Results 131 to 140 of about 2,294,985 (248)
With a specific Darboux transformation, we construct solutions to the sine-Gordon equation. We use both the simple Darboux transformation as well as the multiple Darboux transformation, which enables the obtainment of compact solutions of this equation ...
Pierre Gaillard
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DRESSING OF ZERO-RANGE POTENTIALS INTO REALISTIC MOLECULAR POTENTIALS OF FINITE RANGE
The zero-range potentials of the radial Schrodinger equation and their dressing are investigated. A sequence of Darboux transformations involving a set of parameters yields solvable potentials of a finite-range with physically meaningful properties.
SERGEY B. LEBLE, DMITRY V. PONOMAREV
doaj
Stochastically forced nonlinear wave systems are commonly associated with complex dynamical behavior, although little is known about the general interaction of nonlinear dispersion, irrational forcing frequencies, and multiplicative noise.
Adil Jhangeer, Mudassar Imran
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Different Approaches To Ruled Surfaces
Abstarct: In this study, surfaces are defined by using dual vectors and line transformations. A new approach is given for the transformation of parametrically surfaces.
Yusuf Yaylı, Semra Saraçoğlu
doaj
Symmetry Transformations of a Nonlinear Model of Optical Wave Transmission
The full symmetry group is found for a system of nonlinear schrödinger equations describing the propagation of optical pulses in an isotropic media.
Jean-Claude Ndogmo +2 more
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Isospectral property of double Darboux transformation
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Urakubo, Masami, Ohmiya, Mayumi
openaire +4 more sources
This paper presents a comprehensive study of nonlinear wave and oscillator dynamics under both deterministic and stochastic influences. By comparing soliton-like and dispersive waveforms, we employ spectral solvers, Darboux transformations, and nonlinear
Maham Munawar +2 more
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Smooth and Discrete Cone-Nets. [PDF]
Kilian M, Müller C, Tervooren J.
europepmc +1 more source
B\"{a}cklund and Darboux transformations for the nonstationary Schr\"{o}dinger equation
Potentials of the nonstationary Schr\"{o}dinger operator constructed by means of $n$ recursive B\"{a}cklund transformations are studied in detail. Corresponding Darboux transformations of the Jost solutions are introduced.
Boiti, M. +3 more
core
On some nondecaying potentials and related Jost solutions for the heat conduction equation
Potentials of the heat conduction operator constructed by means of 2 binary Backlund transformations are studied in detail. Corresponding Darboux transformations of the Jost solutions are introduced.
Prinari, B.
core

