2 citations · 4 across the 5 of their papers we have counts for
5 papers
Canonical quantization in a spinor substructure of Minkowski space
Kaare Borchsenius
We factorize the space-time coordinates of Minkowski space into Weyl spinors with components in a split Clifford algebra. Poisson brackets are defined for spinor-valued canonical v…
Matrix mechanics of the relativistic point particle and string in Clifford space
Kaare Borchsenius
We resolve the space-time canonical variables of the relativistic point particle into inner products of Weyl spinors with components in a Clifford algebra and find that these spino…
Constructing Quantum Mechanics from a Clifford substructure of the relativistic point particle
Kaare Borchsenius
We show that the quantized free relativistic point particle can be understood as a string in a Clifford space which generates the space-time coordinates through its inner product.…
Clifford spinors and the relativistic point particle
Kaare Borchsenius
We examine the structure of the Clifford algebra associated with a Hermitian bilinear form and apply the result to a dynamical model of the relativistic point particle. The dynamic…
Degenerate space-time paths and the non-locality of quantum mechanics in a Clifford substructure of space-time
Kaare Borchsenius
The quantized canonical space-time coordinates of a relativistic point particle are expressed in terms of the elements of a complex Clifford algebra which combines the complex prop…