In the light of the analogy between electromagnetism and fluid dynamics, the Maxwell-type
equations of compressible fluids are reformulated on the basis of spacetime algebra. In this …

Generalized field equations of linear gravity are formulated on the basis of octons. When
compared to the other eight-component noncommutative hypercomplex number systems, it …

Stimulating from the hyperbolic octonionic generalization of the Maxwell-type equations of
compressible fluids, an alternative reformulation has been proposed for the analogous …

Mario Liu described a hydrodynamic Maxwell equations [3] and, also discussed potential
implications of these new approaches to superconductors which were made after Tajmar's …

Over the past decades, many authors advertised models on complexified spacetime
algebras for use in describing gravity. This work aims at providing phenomenological …

In a recent paper, M. Zubair et al. described a novel approach for fractional space
generalization of the differential electromagnetic equations. A new form of vector differential …

In a recent paper published at Advances in High Energy Physics (AHEP) journal, Yang Zhao
et al. derived Maxwell equations on Cantor sets from the local fractional vector calculus. It …

In a recent paper published at Advances in High Energy Physics (AHEP) journal, Yang Zhao
et al. derived Maxwell equations on Cantor sets from the local fractional vector calculus. It …

Adopting Schwinger's formalism for inferring Maxwell-Lorentz equations (MLEs) and
combining three ingredients:(i) the laws of gravitostatics,(ii) the Galileo-Newton principle of …

Using the exact isomorphism between multifluid plasma theory and classical
electromagnetism, we apply the theorems and techniques of spacetime algebra to the …