Weierstrass and Jacobi elliptic, bell and kink type, lumps, Ma and Kuznetsov breathers with rogue wave solutions to the dissipative nonlinear Schrödinger equation
This paper exposes Weierstrass elliptic, Jacobi elliptic, Bell type, kink type, bright soliton,
periodic and some other soliton solutions for (1+ 1)-dimensional dissipative nonlinear …
periodic and some other soliton solutions for (1+ 1)-dimensional dissipative nonlinear …
Discussion on rational solutions for Nematicons in liquid crystals with Kerr Law
In this study, lump, lump one-strip, lump two-strip, rogue wave, manifold periodic type exact
solutions are produced via appropriate transformation scheme by taking into account the …
solutions are produced via appropriate transformation scheme by taking into account the …
Propagation of W-shaped and M-shaped solitons with multi-peak interaction for ultrashort light pulse in fibers
We study the propagation of M-shaped solitons and kink-periodic waves in an optical fiber
medium exhibiting Kerr dispersion and quintic nonlinearity by applying the symbolic …
medium exhibiting Kerr dispersion and quintic nonlinearity by applying the symbolic …
Resonant collisions among X-type, multi-lump, generalized breathers, N-solitons and rogue waves in plasma
Abstract This paper studies the (1+ 1)-dimensional Kuramoto–Sivashinsky equation (1D-
KSE) also known as canonical evolution equation within the context of flame front …
KSE) also known as canonical evolution equation within the context of flame front …
Study of breathers, rogue waves and lump solutions for the nonlinear chains of atoms
This article consist of a number of new soliton solutions for solving a complex nonlinear
equation describing dynamics of nonlinear chains of atoms with long-range interactions via …
equation describing dynamics of nonlinear chains of atoms with long-range interactions via …
Application of Hirota operators for controlling soliton interactions for Bose-Einstien condensate and quintic derivative nonlinear Schrödinger equation
With the help of the Hirota bilinear method (HBM), we study soliton interactions of quasi-1D
Bose-Einstein Condensate system (BECs) with dipole-dipole attraction and repulsion. BEC …
Bose-Einstein Condensate system (BECs) with dipole-dipole attraction and repulsion. BEC …
Various forms of lumps and interaction solutions to generalized Vakhnenko Parkes equation arising from high-frequency wave propagation in electromagnetic physics
This article retrieves multiple lump, periodic cross kink, rogue wave, multiwave, breathers, M-
shaped and interactional solutions for generalized Vakhnenko Parkes (gVP) equation via …
shaped and interactional solutions for generalized Vakhnenko Parkes (gVP) equation via …
Solitons collision and multi-peak solutions for a new -dimensional NLSE describing pulse propagation in optical fibers
This template recoups one-soliton transformation, two and N-solitons interactions through
Hirota bilinear method (HBM) for a new (3+ 1)-dimensional nonlinear Schrödinger equation …
Hirota bilinear method (HBM) for a new (3+ 1)-dimensional nonlinear Schrödinger equation …
Applications for mixed Chen–Lee–Liu derivative nonlinear Schrödinger equation in water wave flumes and optical fibers
In this work, by applying the symbolic computation with ansatz functions approach and
logarithmic transformation, we investigate the analytical rational solitons of the mixed Chen …
logarithmic transformation, we investigate the analytical rational solitons of the mixed Chen …
Symbolic computation and sensitivity analysis of nonlinear Kudryashov's dynamical equation with applications
This article aims to identify solitary wave solutions to a nonlinear Kudryashov's equation
utilizing an exponential rational function method and Painlevé approach. This model is used …
utilizing an exponential rational function method and Painlevé approach. This model is used …