activity
19932020
most citedCoupled nonlinear Schrodinger equations with cubic-quintic nonlinearity: Integrability and soliton interaction in non-Kerr media

166 citations · 1.2k across the 71 of their papers we have counts for

collaborators

72 papers

gr-qc2020★ 14 cited

Interacting tachyonic scalar field

A Kundu, S D Pathak, V K Ojha

We discuss the coupling between dark energy and matter by considering a homogeneous tachyonic scalar field as a candidate for dark energy. We obtained the functional form of scale…

nlin.PS2018★ 28 cited

Novel nonlinear wave equation: regulated rogue waves and accelerated soliton solutions

Abhik Mukherjee, Anjan Kundu

A new exactly solvable (1+1)-dimensional complex nonlinear wave equation exhibiting rich ana- lytic properties has been introduced. A rogue wave (RW), localized in space-time like…

nlin.SI2018★ 28 cited

A new (2+1) dimensional integrable evolution equation for an ion acoustic wave in a magnetized plasma

Abhik Mukherjee, M. S. Janaki, Anjan Kundu

A new, completely integrable, two dimensional evolution equation is derived for an ion acoustic wave propagating in a magnetized, collisionless plasma. The equation is a multidimen…

physics.plasm-ph2018★ 5 cited

Bending of solitons in weak and slowly varying inhomogeneous plasma

Abhik Mukherjee, M. S. Janaki, Anjan Kundu

Bending of solitons in two dimensional plane is presented in the presence of weak and slowly varying inhomogeneous ion density for the propagation of ion acoustic soliton in unmagn…

physics.flu-dyn2016★ 1 cited

Controlling near shore nonlinear surging waves through bottom boundary conditions

Abhik Mukherjee, M. S Janaki, Anjan Kundu

Instead of taking the usual passive view for warning of near shore surging waves including extreme waves like tsunamis, we aim to study the possibility of intervening and controlli…

nlin.SI2016

Exact Bethe ansatz solution for a quantum field model of interacting scalar fields in quasi-two dimensions

Anjan Kundu

Integrable quantum field models are known to exist mostly in one space-dimension. Exploiting the concept of multi-time in integrable systems and a Lax matrix of higher scaling orde…