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In this paper we intend to extend some ideas of a recently proposed Lorentz-invariant Bohmian model, obeying Klein-Gordon equations, but considering particles with a spin different than zero. First we build a Bohmian model for a single particle, closely related to the Bohm-Dirac model, but using Nikolic's ideas on a space-time probability density and the introduction of a synchronization parameter \sigma for the particle trajectory. Dirac Equation, Dark Academia Widget, Academic Aesthetic, Teacher Aesthetic, I Love Math, Chaotic Academia, Love Math, Academic Motivation, Studying Inspo
Dirac Equation
Dark Academia Widget
Academic Aesthetic
Teacher Aesthetic
I Love Math
Chaotic Academia
Love Math
Academic Motivation
Studying Inspo

The Dirac Equation from a Bohmian Point of View

In this paper we intend to extend some ideas of a recently proposed Lorentz-invariant Bohmian model, obeying Klein-Gordon equations, but considering particles with a spin different than zero. First we build a Bohmian model for a single particle, closely related to the Bohm-Dirac model, but using Nikolic's ideas on a space-time probability density and the introduction of a synchronization parameter \sigma for the particle trajectory.

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