Assertion: gauss's theorem | /r/HasProperty | interpreted as first obscure expression
Facets:
value: for the normal probability law
type: OTHER
Source sentences:
text: Although this theorem can be interpreted as the first obscure expression for the normal probability law, Stigler points out that de Moivre himself did not interpret his results as anything more than the approximate rule for the binomial coefficients, and in particular de Moivre lacked the concept of the probability density function.