2025/10/31 by Howard, Francis Atta, Kangni, Kinvi
#16T05 #17B35 #43A90 #FOS: Physical sciences #Mathematical Physics (math-ph) #Primary 43A77 #Secondary 22E46 #\\ 16S30
paper · doi:10.48550/arxiv.2511.02855
In this study we investigate the nexus between the \Spin (\frac12) and the \SU(1,1)-quasi boson Lie structure and reveal related properties as well as some decomposition of spin particles. We show that the \SU(1,1)-quasi boson has a left invariant Haar measure and we ascertain its spherical Fourier transformation. We finally show that this spherical Fourier transformation of type delta is a Kangni-type transform when the Planck's constant, ℏ=1.