In mathematics, an eigenoperator, A, of a matrix H is a linear operator such that
![{\displaystyle [H,A]=\lambda A\,}](../I/9db727e0515c4fbd9c532ed19f5c9bb8eb9d886d.svg)
where is a corresponding scalar called an eigenvalue.[1]
References
- ↑ Gardiner, Crispin (2000). Quantum Noise. Springer. p. 85.
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