Nik Jenzer

Star‑Ordered Rotor Loops in Clifford Algebras

We consider, in a real Clifford algebra, a family of unit bivectors $B_i = C S_i$ formed from $k+1$ pairwise anticommuting generators $C, S_1, \ldots, S_k$ with square $-1$; we call this a *star family* with *central generator* $C$ and *leaf generators* $S_i$. The $B_i$ satisfy $...