Szász–Mirakyan operator

Wikidata entity: Q7665169

P2534	defining formula	Math	$[𝒮_{n} (f)] (x) < / m a t h > = < m a t h > e^{- n x} \sum_{k = 0}^{\infty} \frac{(n x)^{k}}{k!} f (\frac{k}{n})$	???
P61	discoverer or inventor	...	Q2040756 (Otto Szász)	Otto Szász
P61	discoverer or inventor	...	nown/genid/25e6277bc767dd578555a643dba4fb99 (???)	???
P1269	facet of	...	Q774123 (approximation theory)	approximation theory
P31	instance of	...	Q24034552 (mathematical concept)	mathematical concept
P6104	maintained by WikiProject	...	Q8487137 (WikiProject Mathematics)	WikiProject Mathematics
P279	subclass of	...	Q4867603 (Baskakov operator)	Baskakov operator
P575	time of discovery or invention	...	1941-01-01	???

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