Author

Yazen. M. Alawaideh

MEU Research Unit Jordan Middle East University, Amman, 17110, Jordan

Published papers: 3
Citations: 0
Views: 447
Downloads: 20

Publications

3 papers

Open Access Research Article·pp. 2601–2612·Vol. 28, Issue 7Oct 2025

A fractional approach to Hamiltonian-generalized classical fields : The Hamilton-Jacob technique

Yazen. M. Alawaideh, B. Abu-Izneid, Bashar. M. Al-Khamiseh, Dumitru Baleanu

Published Online: 10 Jun 2025DOI: 10.47974/JIM-2098

In this paper: We explore classical fields by employing fractional differentials via the fractional Hamilton-Jacobi equation. Specifically, the fractional Hamiltonian equations are established for a particular scena...

Abstract References Full Text PDF (454 KB)Views: 101Downloads: 7Citations: 0

Open Access Research Article·pp. 1587–1597·Vol. 27, Issue 7Nov 2024

The Hamilton-Jacobi treatment of complex fields as constrained conformable fractional systems

Bashar. M. Al-Khamiseh, Yazen. M. Alawaideh, Adel Almalki, Samer Alawaideh

Published Online: 30 Nov 2024DOI: 10.47974/JIM-1996

In this paper: We examine the fractional complex scalar field within a limited system and apply the Hamilton-Jacobi method to it. As a result, we obtain the simplified stage space Hamiltonian density excluding needi...

Abstract References Full Text PDF (382 KB)Views: 152Downloads: 9Citations: 0

Open Access Research Article·pp. 795–808·Vol. 26, Issue 4Jun 2023

Hamilton formulation for the electrodynamics of generalized Maxwell using fractional derivatives

Adel Almalki, Yazen. M. Alawaideh, Bashar. M. Al-Khamiseh, Samer Alawaideh

Published Online: 19 Aug 2023DOI: 10.47974/JIM-1594

In this paper: A comparative analysis of the Hamiltonian and Lagrangian equations for the Maxwell field was conducted, and it was demonstrated that both methods are equivalent. Dirac’s and Euler’s techniques were em...

Abstract References Full Text PDF (194 KB)Views: 194Downloads: 4Citations: 0