In this paper, we investigate the (2+ 1)-dimensional nonlinear Schrödinger equation (NLSE)
which characterizes the transmission of optical pulses through optical fibers exhibiting …

Solitons are wave packets that can propagate without changing shape by balancing
nonlinear effects with the effects of dispersion. In photonics, they have underpinned …

Dissipative pure-quartic soliton (DPQS) that arises from the balance of positive fourth-order
dispersion (FOD), nonlinearity, gain and loss has been proposed to generate high-energy …

The evolution of ultrafast laser technology hinges partially on the understanding of the
soliton nonlinear dynamics. Recently, the concept of pure-quartic soliton (PQS) that arises …

We investigate to the best of our knowledge the first time the interactions of in-phase and out-
of-phase Airy beams in Kerr, saturable and nonlocal nonlinear media with fourth-order …

We theoretically investigated the vector properties of quartic solitons in a pure fourth-order-
dispersion birefringent fiber and a quartic-dispersion-dominant mode-locked fiber laser. We …

We investigate the impact of Raman scattering on pure quartic solitons (PQSs) in an optical
fiber with quartic dispersion. An analytical expression of the Raman-induced frequency shift …

Solitons are particle-like localized structures which can sustain characteristic shape in
various nonlinear systems. Very recently, the novel concept of quartic soliton with …

We theoretically and numerically investigate modulation instability in the presence of even,
high-order dispersion, focusing on general trends rather than on specific results for a …

Recently, both quartic self-similar pulses (QSSPs) and dissipative pure-quartic-solitons
(DPQSs) pulses have been theoretically demonstrated in mode-locked fiber laser with pure …