Definitions from Wikipedia (Laplace functional)
▸ noun: In probability theory, a Laplace functional refers to one of two possible mathematical functions of functions or, more precisely, functionals that serve as mathematical tools for studying either point processes or concentration of measure properties of metric spaces.
▸ Words similar to laplace functional
▸ Usage examples for laplace functional
▸ Idioms related to laplace functional
▸ Wikipedia articles (New!)
▸ Words that often appear near laplace functional
▸ Rhymes of laplace functional
▸ Invented words related to laplace functional
▸ noun: In probability theory, a Laplace functional refers to one of two possible mathematical functions of functions or, more precisely, functionals that serve as mathematical tools for studying either point processes or concentration of measure properties of metric spaces.
▸ Words similar to laplace functional
▸ Usage examples for laplace functional
▸ Idioms related to laplace functional
▸ Wikipedia articles (New!)
▸ Words that often appear near laplace functional
▸ Rhymes of laplace functional
▸ Invented words related to laplace functional