26 citations · 57 across the 7 of their papers we have counts for
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physics.gen-ph2012★ 5 cited
Pre-geometric structure of quantum and classical particles in terms of quaternion spinors
Alexander P. Yefremov
It is shown that dyad vectors on a local domain of complex-number valued surface, when squared, form a set of four quaternion algebra units. A model of proto-particle is built by t…
physics.gen-ph2012★ 2 cited
Fundamental Properties of Quaternion Spinors
Alexander P. Yefremov
The interior structure of arbitrary sets of quaternion units is analyzed using general methods of the theory of matrices. It is shown that the units are composed of quadratic combi…
physics.gen-ph2012
Splitting of 3d quaternion dimensions into 2d-sells and a "world screen technology"
Alexander P. Yefremov
A set of basic vectors locally describing metric properties of an arbitrary 2-dimensional (2D) surface is used for construction of fundamental algebraic objects having nilpotent an…