Wen‐Xiu Ma
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An Integrable Nonlinear Schrödinger System with Symmetric Matrix Potentials and Its Binary Darboux Transformations
This study aims to propose a class of binary Darboux transformations for an integrable nonlinear Schrödinger system with two symmetric matrix potentials. The associated Lax pairs of AKNS type ensure the existence of these binary Darboux transformations, whose explicit single-step applications yield …
az, cn, us, Afrique du Sud (code pays fourni par la source)
A Matrix Integrable Enlargement of the DNLS Soliton Hierarchy Incorporating Two Diagonal Matrix Blocks
This paper presents a four-component integrable extension of the derivative nonlinear Schrödinger (DNLS) soliton hierarchy, namely, the Kaup–Newell hierarchy of soliton equations. Motivated by a general extension idea for the Kaup–Newell spectral matrix, we propose a specially constructed 4th-order matrix-valued eigenvalue problem …
az, cn, us, Afrique du Sud (code pays fourni par la source)
The integrability of Noncommutative fifth-order KdV-type Kaup–Kupershmidt equation with quasideterminant solutions
Irfan Mahmood, Alrazi Abdeljabbar, Wen‐Xiu Ma
Studying lump waves in a (2+1)-dimensional spatially symmetric generalized Korteweg-de Vries model
az, cn, sa, us, Afrique du Sud (code pays fourni par la source)
Dispersion-Governed Lump Waves in a Generalized Calogero–Bogoyavlenskii–Schiff-like Model with Spatially Symmetric Nonlinearity
This study investigates lump wave structures that arise from the interplay of dispersion and nonlinearity in a generalized Calogero–Bogoyavlenskii–Schiff-like model with spatially symmetric nonlinearity in (2+1) dimensions. A generalized bilinear representation of the governing equation is formulated using extended bilinear derivatives of …
az, cn, us, Afrique du Sud (code pays fourni par la source)
Lump waves and their dynamics in a generalized Kadomtsev–Petviashvili-like model
This study explores dispersion-induced lump structures in a generalized (2+1)-dimensional Kadomtsev–Petviashvili-like framework. Starting from a generalized bilinear representation of the governing equation, we derive positive quadratic wave solutions through symbolic computation, which yield lump structures. The analysis reveals that the stationary points …
az, cn, us, Afrique du Sud (code pays fourni par la source)
Diffusion of alloying and fission atoms in α-U investigated by first-principles calculation
Wen‐Xiu Ma, Weihua Li, Wahyu Setyawan, Fu Wang et autres
cn, us (code pays fourni par la source)
Advanced Method for Studying Soliton Solutions and Various Solitonic forms of the (3+1)-dimensional Nonlinear Evolution Model
Shubham Kumar Dhiman, Monika Niwas, Sachin Kumar, Wen‐Xiu Ma et autres
in, az, us, Égypte, sa (code pays fourni par la source)
Loop engineering improves prime editing efficiency
Bian Li, Zhike Lu, Ting Zhou, Huilin Mou et autres
Prime editor (PE) offers significant translational potential due to its diverse editing outcomes. However, its editing efficiency is generally lower than that of wild-type Cas9 and base editor (BE). Previous investigations have suggested that the availability of the primer binding site (PBS) …
cn (code pays fourni par la source)
A matrix second-order negative Ablowitz–Kaup–Newell–Segur flow and its Darboux transformation
Negative-order integrable flows have significant applications in areas such as fluid dynamics, nonlinear optics, and quantum field theory, particularly in the study of soliton behavior and wave interactions. In this paper, we study a matrix second-order negative flow within the Ablowitz–Kaup–Newell–Segur (AKNS) …
az, cn, us, Afrique du Sud (code pays fourni par la source)
Abundant new analytical wave solutions to the Schrödinger equations in optics via the double-variable expansion method
Md Mamunur Rasid, Md Nur Hossain, Omar A. Khalil, Khaled El-Rashidy et autres
bd, sa, Égypte, cn, us, jp (code pays fourni par la source)
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