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Results 1-10 of 13 (Search time: 0.002 seconds).
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Issue Date
Title
Author(s)
Dec-2014
PT -Symmetric Dimer in a Generalized Model of Coupled Nonlinear Oscillators
Cuevas–Maraver, Jesús
;
KHARE, AVINASH
;
Kevrekidis, Panayotis G.
;
Xu,Haitao
;
Saxena, Avadh
;
Dept. of Physics
Aug-2012
Solutions of several coupled discrete models in terms of Lamé polynomials of arbitrary order
KHARE, AVINASH
;
Saxena, Avadh
;
Khare, Apoorva
;
Dept. of Physics
Apr-2012
Forced nonlinear Schrödinger equation with arbitrary nonlinearity
Cooper, Fred
;
KHARE, AVINASH
;
Quintero, Niurka R.
;
Mertens, Franz G.
;
Saxena, Avadh
;
Dept. of Physics
Feb-2012
Solutions of several coupled discrete models in terms of Lamé polynomials of order one and two
KHARE, AVINASH
;
Saxena, Avadh
;
Dept. of Physics
Oct-2012
Nonlinear Dirac equation solitary waves in external fields
Mertens, Franz G.
;
Quintero, Niurka R.
;
Cooper, Fred
;
KHARE, AVINASH
;
Saxena, Avadh
;
Dept. of Physics
Apr-2013
Statistical mechanics of a discrete Schrödinger equation with saturable nonlinearity
Samuelsen, Mogens R.
;
KHARE, AVINASH
;
Saxena, Avadh
;
Rasmussen, Kim
;
Dept. of Physics
Sep-2013
PT-symmetric dimer of coupled nonlinear oscillators
Cuevas, Jesús
;
Kevrekidis, Panayotis G.
;
Saxena, Avadh
;
KHARE, AVINASH
;
Dept. of Physics
Nov-2013
Linear superposition for a class of nonlinear equations
KHARE, AVINASH
;
Saxena, Avadh
;
Dept. of Physics
Mar-2015
Periodic and hyperbolic soliton solutions of a number of nonlocal nonlinear equations
KHARE, AVINASH
;
Saxena, Avadh
;
Dept. of Physics
Nov-2011
Exact solutions of a two-dimensional cubic quintic discrete nonlinear Schr dinger equation
KHARE, AVINASH
;
Rasmussen, Kim
;
Samuelsen, Mogens R.
;
Saxena, Avadh
;
Dept. of Physics
Discover
Author
13
KHARE, AVINASH
3
Cooper, Fred
3
Mertens, Franz G.
3
Quintero, Niurka R.
2
Kevrekidis, Panayotis G.
2
Rasmussen, Kim
2
Samuelsen, Mogens R.
1
Christov, Ivan C.
1
Cuevas, Jesús
1
Cuevas–Maraver, Jesús
.
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4
2012
4
2014
3
2013
2
Arbitrary nonlinearity
2
Jacobi elliptic functions
2
Nonlinear equations
1
2011
1
2015
1
American Physical Society
1
Arbitrary order
.
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