Mathematical Physics

   

Formulation of Maxwell Field Equations from a General System of Linear First Order Partial Differential Equations

Authors: Vu B Ho

In this work we show that, as in the case of Dirac equation, it is possible to formulate Maxwell field equations of electromagnetism from a general system of linear first order partial differential equations. A prominent feature that emerges from formulating Dirac and Maxwell field equations from a general system of linear first order partial differential equations is that the field equations must be formed in such a way that the functions that represent the system also obey a wave equation. This type of mathematical duality may be related to the wave-particle duality in quantum physics.

Comments: 9 Pages.

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Submission history

[v1] 2018-02-05 20:46:50

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