This paper studies the Biswas-Milovic equation with log law nonlinearity. The Gausson solution is obtained by the ansatz method. Subsequently, the conservation laws are derived and the conserved quantities are computed using the Gausson solution.

This paper studies the Biswas-Milovic equation with log law nonlinearity. TheGausson solution is obtained by the ansatz method. Subsequently, theconservation laws are derived and the conserved quantities are computed usingthe Gausson solution.

Biswas and Milovic proposed a generalized model for the NLSE that accounts for several imperfections in the fiber during long distance transmission of these pulses. This paper studies the exact solution of the BiswasMilovic equation with Kerr law nonlinearity by a new efficient method. The results reveal that the method is explicit, effective, and easy to use.

this paper studies the biswas-milovic equation with log law nonlinearity. thegausson solution is obtained by the ansatz method. subsequently, theconservation laws are derived and the conserved quantities are computed usingthe gausson solution.

This study includes the examination of optical soliton solutions (2+1)-dimensional Biswas-Milovic equation, which is an important equation modeling behavior in fibers, has been introduced to literature recently. Since investigated and method are recently not much works done, bell shape periodic bright have obtained interpreted by supporting 3D, 2D contour graphics utilizing modified new Kudryas...

Optical soliton solutions in a magneto-optical waveguide and other exact are investigated for the coupled system of nonlinear Biswas–Milovic equation with Kudryashov’s law using extended F-expansion method. Various types extracted, such as dark solutions, singular dark–singular combo soliton, Jacobi elliptic periodic hyperbolic rational exponential Weierstrass solutions. The obtained different ...

Through the use of a unique approach, we study fractional Biswas–Milovic model with Kerr and parabolic law nonlinearities in this paper. The Caputo approach is used to take derivative. method employed here homotopy perturbation transform (HPTM), which combines (HPM) Yang (YT). HPTM method, He’s polynomials, transform. polynomial wonderful tool for dealing nonlinear terms. To confirm validity ea...