Spatially quadratic deformation radial momentum of D-dimensional Klein-Gordon equation
with three-dimensional Harmonic Oscillator and Inverse Quadratic potential was …

Linear and nonlinear optical absorption coefficients (ACs) and refractive index changes
(RICs) between the ground and the excited states of the GaAs spherical quantum dot (QD) …

In the present paper, we have performed a theoretical investigation of the influence of the
Kratzer potential on the nonlinear optical rectification coefficient and the second harmonic …

In this paper, a modification of Adomian decomposition method is used to find a solution of
linear and nonlinear Klein–Gordon equation. The modified Adomian decomposition method …

A study is undertaken to derive the exact solutions of the Klein–Gordon with the Mie-type
potential in the presence of the nonzero space component of a vector potential field. The …

We compute the number of finite dimensional irreducible modules for the algebras
quantizing Nakajima quiver varieties. We get a lower bound for all quivers and vectors of …

An essential aspect of mathematical physics is the PHI-four equation, which is a specific
version of the Klein–Gordon equation that predicts particle physics phenomena. The present …

The application of minimal length formalism in Klein‐Gordon equation with Hulthen potential
was studied in the case of scalar potential that was equal to vector potential. The …

This research was to investigate the solution of Klein Gordon equation within minimal length
formalism. The Hypergeometric method was used to solve Klein Gordon equation to obtain …

In this study, we investigate the fundamental properties of (3+ 1)-D Fractional Klein-Gordon
equation using the sophisticated techniques of Riccatti-Bornoulli sub-ODE approach with …