Many of the static and dynamic properties of an atomic Bose–Einstein condensate (BEC) are
usually studied by solving the mean-field Gross–Pitaevskii (GP) equation, which is a …

In a recent article, Yefsah [Nature (London) 499, 426 (2013)] report the observation of an
unusual excitation in an elongated harmonically trapped unitary Fermi gas. After phase …

We suggest a method to construct exactly solvable Gross–Pitaevskii type equations,
especially the variable-coefficient high-order Gross–Pitaevskii type equations. We show that …

Recent observations of droplets in dipolar and binary Bose–Einstein condensate (BEC)
gives motivation to study the theory of droplet formation in detail. Specifically, the authors are …

The recent observations of quantum droplet in ultra-cold atomic gases have opened up new
avenues of fundamental research. The competition between mean-field and beyond mean …

We present a comparison between simulated dynamics of the unitary fermion gas using the
superfluid local density approximation (SLDA) and a simplified bosonic model, the extended …

We present analytical solution, which is periodic in nature, for a driven cubic–quartic
nonlinear Schrödinger equation (DCQNLSE) is placed in a bi-chromatic optical lattice. The …

We analyze the surface tension in ultra-cold atomic gases in a quasi one-dimensional and
one-dimensional geometry. In recent years, experimental observations have confirmed the …

We analyze the surface tension in ultra-cold atomic gases in quasi one dimensional and one
dimensional geometry. In recent years, experimental observations have confirmed …

The study of Bose-Einstein condensation in lower dimensions is considered to have a
prominent role in understanding the fundamentals of many-body physics as they can be …