Certain Expansions in the Algebra of Quantum Mechanics

Autor:	Neal H. McCoy
Rok vydání:	1932
Předmět:	Physics Quantum probability Open quantum system Quantum affine algebra General Mathematics Quantum mechanics Quantum process Supersymmetric quantum mechanics Quantum dissipation Quantum statistical mechanics Imaginary time Mathematical physics
Zdroj:	Proceedings of the Edinburgh Mathematical Society. 3:118-127
ISSN:	1464-3839 0013-0915
DOI:	10.1017/s0013091500013870
Popis:	§ 1. Introduction. The algebra of quantum mechanics is characterized by the fact that the variables p, q obey all the laws of ordinary algebra except that multiplication is non-commutative and instead there exists a relation of the formwhere c is a real or complex scalar constant and is thus commutative with both p and q.
Databáze:	OpenAIRE
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