Difference between revisions of "Q-sin sub q"
From specialfunctionswiki
m (Tom moved page Q-sin to Q-sin sub q) |
|
(No difference)
| |
Revision as of 15:36, 11 July 2016
The function $\sin_q$ is defined for $|z|<1$ by $$\sin_q(z)=\dfrac{e_q(iz)-e_q(-iz)}{2i},$$ where $e_q$ denotes the $q$-exponential $e$ and $(q;q)_{2k+1}$ denotes the $q$-Pochhammer symbol.
Properties
External links
References
- 2012: Thomas Ernst: A Comprehensive Treatment of q-Calculus ... (previous) ... (next): $(6.201)$
