Category:Q-analogs
Wikimedia Commons has media related to Q-analogs.
Q-analogs are a certain type of generalization of many common functions; they can be interpreted as quantizations. There is a list of q-analogs further categorized by the area.
Pages in category "Q-analogs"
The following 58 pages are in this category, out of 58 total.
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- Q-Bessel polynomials
- Q-Charlier polynomials
- Q-derivative
- Q-difference polynomial
- Q-exponential
- Q-gamma function
- Q-Hahn polynomials
- Q-Krawtchouk polynomials
- Q-Laguerre polynomials
- Q-Meixner polynomials
- Q-Meixner–Pollaczek polynomials
- Q-Pochhammer symbol
- Q-Racah polynomials
- Q-theta function
- Q-Vandermonde identity
- Quantum dilogarithm
- Quantum q-Krawtchouk polynomials
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This category content has been reduced to only pages contained in the ZIM file.
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