Extending the biquaternionic generalization of the Maxwell type equations of compressible
fluids, an effort has been introduced for the reformulation of analogous multifluid plasma …

The paper aims to adopt the complex quaternion and octonion to formulate the field
equations for electromagnetic and gravitational fields. Applying the octonionic …

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

In this paper, by defining properties of the real and complex quaternion algebras, the
electromagnetic field equations including monopoles have been studied in\(\hbox {S}'\) …

In this paper, we describe the properties of split octonions and their connection with the 2× 2
Zorn vector matrix containing both scalar and vector components. Starting with a brief …

This paper aims to study some invariants and conservation laws relevant to electromagnetic
and gravitational fields by means of the rotational transformations of octonion coordinate …

Dual number coefficient octonion (DNCO) is one of the kind of octonion, it has 16
components with an additional dual unit ε. Starting with DNCO algebra, we develop the …

The paper aims to apply the trigintaduonion spaces to explore the physical properties of four
interactions simultaneously, including the electromagnetic fields, gravitational fields, weak …

Describing the properties of split octonions and their connection with the 2× 2 Zorn vector-
matrix, we have reformulated generalized linear gravitational field equations in terms of split …

The paper aims to apply the octonions to explore the precessional angular velocities of
several particles in the electromagnetic and gravitational fields. Some scholars utilize the …