Fermionic quantum operations: a computational framework II. Examples, monoaxiality, scalings
Gyula Lakos
TL;DR
This paper presents explicit examples of fermionic quantum (FQ) operations for two elements, focusing on properties like monoaxiality and scalings, to better understand their behavior in quantum computational frameworks.
Contribution
It provides arithmetically constructible examples of FQ operations with detailed analysis of monoaxiality and scaling properties, advancing the understanding of FQ operations for n=2.
Findings
Constructed explicit examples of FQ operations
Analyzed monoaxiality and related extensions
Explored hyper-scaling behaviors
Abstract
The objective of this series of papers is to recover information regarding the behaviour of FQ operations in the case , and FQ conform-operations in the case . In this second part we show some arithmetically constructible examples of FQ operations (), concentrating on monoaxiality, related extensions, and (hyper)scaling.
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Taxonomy
TopicsAlgebraic structures and combinatorial models · Quantum Information and Cryptography · Quantum Computing Algorithms and Architecture