N. Mnguni

collaborators

2 papers

math.DS2019

A group theory approach towards some rational difference equations

M. Folly-Gbetoula, N. Mnguni, AH Kara

A full Lie point symmetry analysis of rational difference equations is performed. Non-trivial symmetries are derived and exact solutions using these symmetries are obtained.

math.AP2018

Approximate conditions admitted by classes of the Lagrangian $L = \frac{1}{2} (- u^{'2} + u^{2}) + ε^{i} G_{i} (u, u^{'}, u^{''})$

Sameerah Jamal, Nkosingiphile Mnguni

We investigate a class of Lagrangians that admit a type of perturbed harmonic oscillator which occupies a special place in the literature surrounding perturbation theory. We establ…

A group theory approach towards some rational difference equations

Approximate conditions admitted by classes of the Lagrangian L=21​(−u′2+u2)+εiGi​(u,u′,u′′)

Approximate conditions admitted by classes of the Lagrangian $L = \frac{1}{2} (- u^{'2} + u^{2}) + ε^{i} G_{i} (u, u^{'}, u^{''})$