9 citations · 16 across the 10 of their papers we have counts for
10 papers
On Integrable Structures on Non-compact Boundaries in Three-Dimensional Gravity
Hamed Adami, Kristiansen Lara, Anouchah Latifi +1
We study three-dimensional Einstein gravity with negative cosmological constant on non-compact spatial boundaries within the Chern-Simons formulation. Using an exact fluid/gravity…
Quantum Flat Connections, KZ equations, and Integrability
Sibasish Banerjee, Babak Haghighat, Anouchah Latifi
N=2 supersymmetric Yang-Mills theories are described in terms of a Hitchin system over a Riemann surface C. Focusing on strongly coupled Argyres-Douglas theories, we show that the…
Integrability in Three-Dimensional Gravity: Eigenfunction-Forced KdV Flows
Hamed Adami, Anouchah Latifi
We uncover a direct connection between three-dimensional gravity with chiral boundary conditions and a class of forced integrable systems. Starting from the Chern-Simons formulatio…
The nonlinear Schrödinger equation with forcing involving products of eigenfunctions
A. S. Fokas, A. Latifi
We elaborate on a new methodology, which starting with an integrable evolution equation in one spatial dimension, constructs an integrable forced version of this equation. The forc…
A generic model for pandemics in networks of communities and the role of vaccination
Chris G. Antonopoulos, Mohammad H. Akram, Vasileios Basios +1
The slogan "nobody is safe until everybody is safe" is a dictum to raise awareness that in an interconnected world, pandemics such as COVID-19, require a global approach. Motivated…
Labyrinth chaos: Revisiting the elegant, chaotic and hyperchaotic walks
Vasileios Basios, Chris G. Antonopoulos, Anouchah Latifi
Labyrinth chaos was discovered by Otto Rössler and René Thomas in their endeavour to identify the necessary mathematical conditions for the appearance of chaotic and hyperchaotic m…
Labyrinth walks: An elegant chaotic conservative non-Hamiltonian system
Anouchah Latifi, Vasileios Basios, Chris G. Antonopoulos
In this paper, we show that "Labyrinth walks", the conservative version of "Labyrinth chaos" and member of the Thomas-Rössler class of systems, does not admit an autonomous Hamilto…
Labyrinth Chaos is not Hamiltonian but still has a Vector Potential
Anouchah Latifi, Vasileios Basios
We provide here a comprehensive proof that the so-called Labyrinth chaos systems, a member of the Thomas-Rössler (TR) class of systems do not admit a Hamiltonian; yet they admit a…
Breaking of parallelograms in presence of torsion: an equivalent alternative approach to detect gravitational waves
S. Nayeh, A. Latifi, S. Arbabi +1
The equations for gravitational plane waves produced by a typical binary system as a solution of linear approximation of Einstein equations is derived. The dynamics of the correspo…
New example of integrable nonlinear coupled equations with exact asymptotic singular solution in the context of laser-plasma interaction
A. Latifi
A new set of nonlinear coupled equations is derived in the context of small amplitude limit of the general wave equations in a fluid type warm electrons/cold ions plasma irradiated…