The physical applications of octons

In this study, the physical applications of eight-component octons are mentioned. Octonic algebra; scalar, pseudoscalar, vector, and pseudovector values to perform mathematical operations all together. By using this structure, the relationship between electromagnetic field energy, momentum and Lorenz invariants can be shown. Relativistic quantum mechanics can also be generalized using eight-components octonic wave function and octonic spatial operators. On the other hand, it is possible to express Maxwell-Proca type equations of linear gravitation in a short and elegant form by using octons. In this study, similar to the Maxwell-Dirac-Proca type generalized equations of electromagnetism, field equations of gravitoelectromagnetism (GEM) are derived using the octon algebra. By using the terms in Proca and Dirac equations, generalized wave equation and Klein-Gordon equations have been obtained.