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

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書目名稱Nonlinear and Modern Mathematical Physics影響因子(影響力)




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LIMIT

,Long Wave Propagation in?Canals with?Spatially Varying Cross-Sections and?Currents,regime and vice versa. Secondly, we find and examine such inhomogeneous flows that allow an independent propagation of co- and counter-current waves, so-called reflectionless flows. In the latter case, wave energy can be transmitted most efficiently in space which can have both positive and negative effects depending on the particular situation.

enumaerate

,Factorization Conditions for?Nonlinear Second-Order Differential Equations, is non commuting, leading to nonlinear equations with different nonlinear force terms, but the same first-order part as the initially factored equation. It is illustrated for monomials with the examples of the generalized Fisher and FitzHugh-Nagumo initial equations. A polynomial sequence example is also included.

壓倒性勝利

Nonlocal Integrable Equations in Soliton Theory,l problems are carefully conducted in pairs. Illustrative integrable models include six couples of scalar nonlocal integrable NLS equations and five couples of scalar nonlocal integrable mKdV equations.

Hay-Fever

AWL

A Hamiltonian Set-Up for 4-Layer Density Stratified Euler Fluids,We derive the Hamiltonian and the equations of motion in the dispersionless long-wave limit, restricting ourselves to the so-called Boussinesq approximation. The existence of special symmetric solutions, which generalise to the four-layer case the ones obtained in?[.] for the three-layer case, is examined.

同謀

,Propagation of?Bright Solitons for?KdV-Type Equations Involving Triplet Dispersion,ormally constructed using the Kudryashov method. The impact of triplet dispersion as well as the nonlinear parameter on the propagation of bright solitons is investigated in detail. Results reveal how the propagation of bright solitons can systematically be controlled.

SLUMP

壯觀的游行

,Effect of?Electron’s Drift Velocity in?Nonlinear Ion-Acoustic Solitons in?a?Negative Ion Beam Plasmnd less than one, low amplitude rarefactive and compressive KdV solitons are created in the plasma under the effect of the electron’s drift velocity .. In two intervals of drift velocity . for . and . when . is less than one, the existence of the mKdV solitons is demonstrated.

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