Titlebook: Nonlinear and Modern Mathematical Physics; NMMP-2022, Tallahass Solomon Manukure,Wen-Xiu Ma Conference proceedings 2024 The Editor(s) (if a

Pamphlet

Darboux Transformation and Exact Solution for Novikov Equation,e construct the Darboux transformation and give the theoretical proof. By selecting the appropriate seed solution and using the obtained Darboux transformation, we can acquire the new exact solution of this equation. Finally, three-dimensional distribution and density plots of the new solution are s

谈判

,Construction of Multi-wave Solutions of Nonlinear Equations with Variable Coefficients Arising in F equations. In this paper, the (2+1)-dimensional variable coefficient Date-Jimbo-Kashiwara-Miwa equation, and the variable coefficient shallow water wave equation are studied by using exp-function method, which can be regarded as a special multi-soliton method. The one-wave solution, two-wave soluti

杂色

Nonlocal Integrable Equations in Soliton Theory,a little history of nonlocal dynamics is given, and basic problems of nonlocal differential equations are discussed. With the AKNS matrix spectral problems being taken as examples, a classification of the corresponding nonlocal integrable NLS equations and mKdV equations is presented. The identifica

厌食症

,Multiple Lump and Rogue Wave Solutions of a Modified Benjamin-Ono Equation,for the equation with the aid of the Hirota bilinear method. The equation is first studied in two parts: an integrable and a nonintegrable part. The nonintegrable part is found to possess 1-lump and line rogue wave solutions whereas the integrable part has only 1-lump solutions. Furthermore, the MBO

Recessive

On the Inclination of a Parameterized Curve,d an initial inclination angle . satisfying . for some ., we show there exists a unique function . with . for all . and .. Similar results holding for a parameterized curve defined on a compact interval are stated in many differential geometry texts. These results are usually based on a path lifting

locus-ceruleus

Ataxia

st gifted among the mathematicians. This small volume arose under quite differ­ ent circumstances, namely within the context of reworking the mathematical foundations of computer science. I have been very lucky in finding gifted students who agreed to work with me and chose, for their Ph. D. theses,

ANTI

Conjuction

Semyon Churilov,Yury Stepanyantsted the most gifted among the mathematicians. This small volume arose under quite differ­ ent circumstances, namely within the context of reworking the mathematical foundations of computer science. I have been very lucky in finding gifted students who agreed to work with me and chose, for their Ph.