activity
20142016
most cited symmetry in a fractional Schrödinger equation

176 citations · 342 across the 6 of their papers we have counts for

collaborators

8 papers

nlin.PS2016★ 121 cited

Spatiotemporal accessible solitons in fractional dimensions

Wei-Ping Zhong, Milivoj R. Belić, Boris A. Malomed +2

We report solutions for solitons of the "accessible" type in globally nonlocal nonlinear media of fractional dimension (FD), viz., for self-trapped modes in the space of effective…

physics.optics2016★ 176 cited

symmetry in a fractional Schrödinger equation

Yiqi Zhang, Hua Zhong, Milivoj R. Belić +5

We investigate the fractional Schrödinger equation with a periodic -symmetric potential. In the inverse space, the problem transfers into a first-order nonlocal frequ…

nlin.SI2015

Rogue waves in a two-component Manakov system with variable coefficients and an external potential

Wei-Ping Zhong, Milivoj Belić, Boris A. Malomed

We construct rogue waves (RWs) in a coupled two-mode system with the self-focusing nonlinearity of the Manakov type (equal SPM and XPM coefficients), spatially modulated coefficien…

physics.optics2015★ 33 cited

Dual accelerating Airy-Talbot recurrence effect

Yiqi Zhang, Hua Zhong, Milivoj R. Belić +4

We demonstrate the dual accelerating Airy-Talbot recurrence effect, i.e., the self-imaging of accelerating optical beams, by propagating a superposition of Airy beams with successi…

physics.optics2015★ 9 cited

Propagation dynamics of a light beam in fractional Schr\"odinger equation

Yiqi Zhang, Xing Liu, Milivoj R. Belić +3

Dynamics of wavepackets in fractional Schrodinger equation is still an open problem. The difficulty stems from the fact that the fractional Laplacian derivative is essentially a n…

physics.optics2015

Dispersion relations of strained as well as complex Lieb lattices

Yiqi Zhang, Milivoj Belić, Weiping Zhong +3

We investigate the dispersion relations of strained as well as complex Lieb lattices systematically based on the tight-binding method when the nearest-neighbor approximation is ado…