Fermionic quantum operations: a computational framework I. Basic invariance properties

Abstract

The objective of this series of papers is to recover information regarding the behaviour of FQ operations in the case $n=2$, and FQ conform-operations in the case $n=3$. In this first part we study how the basic invariance properties of FQ operations ($n=2$) are reflected in their formal power series expansions.

arXiv comment34 pages

References in corpus (1)

• Fermionic quantum orthogonalizations I

Cited by in corpus (1)

• Fermionic quantum operations: a computational framework II. Examples, monoaxiality, scalings