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- Q4774475 subject Q7036088.
- Q4774475 abstract "In quantum mechanics, a raising or lowering operator (collectively known as ladder operators) is an operator that increases or decreases the eigenvalue of another operator. In quantum mechanics, the raising operator is sometimes called the creation operator, and the lowering operator the annihilation operator. Well-known applications of ladder operators in quantum mechanics are in the formalisms of the quantum harmonic oscillator and angular momentum.".
- Q4774475 wikiPageWikiLink Q11397.
- Q4774475 wikiPageWikiLink Q1186765.
- Q4774475 wikiPageWikiLink Q131030.
- Q4774475 wikiPageWikiLink Q131594.
- Q4774475 wikiPageWikiLink Q1353947.
- Q4774475 wikiPageWikiLink Q161254.
- Q4774475 wikiPageWikiLink Q165618.
- Q4774475 wikiPageWikiLink Q190524.
- Q4774475 wikiPageWikiLink Q43101.
- Q4774475 wikiPageWikiLink Q44363.
- Q4774475 wikiPageWikiLink Q45789.
- Q4774475 wikiPageWikiLink Q4947441.
- Q4774475 wikiPageWikiLink Q54505.
- Q4774475 wikiPageWikiLink Q623761.
- Q4774475 wikiPageWikiLink Q677864.
- Q4774475 wikiPageWikiLink Q7036088.
- Q4774475 wikiPageWikiLink Q902336.
- Q4774475 wikiPageWikiLink Q944.
- Q4774475 comment "In quantum mechanics, a raising or lowering operator (collectively known as ladder operators) is an operator that increases or decreases the eigenvalue of another operator. In quantum mechanics, the raising operator is sometimes called the creation operator, and the lowering operator the annihilation operator. Well-known applications of ladder operators in quantum mechanics are in the formalisms of the quantum harmonic oscillator and angular momentum.".
- Q4774475 label "Anti-symmetric operator".