Asymptotic commutativity in Jordan algebras
Albert Schwarz
TL;DR
This paper estimates commutators of quadratic operators in Jordan algebras, providing tools for constructing scattering theory in quantum field theories based on Jordan algebra formulations.
Contribution
It introduces estimates for commutators of quadratic operators in Jordan algebras, facilitating the development of scattering theory in related quantum field theories.
Findings
Estimates for commutators of quadratic operators in Jordan algebras.
Application of these estimates to construct scattering theory.
Potential to advance quantum field theory formulations using Jordan algebras.
Abstract
We estimate commutators of quadratic operators in Jordan algebras. These estimates can be used to construct the scattering theory in quantum fields theories formulated in terms of Jordan algebras.
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Taxonomy
TopicsAdvanced Operator Algebra Research · Advanced Topics in Algebra · Algebraic structures and combinatorial models