measurable function उदाहरण वाक्य

उदाहरण वाक्य

1. Measurable functions don't naturally form a collection of morphisms, because they're not closed under composition.
2. We start with the set of all measurable functions from to or which are bounded.
3. Measurable sets, given in a measurable space by definition, lead to measurable functions and maps.
4. In mathematics, particularly in measure theory, "'measurable functions "'are bijective and its inverse is also measurable.
5. Call a real valued measurable function on a measure space simple if its range is finite.
6. where is any probability distribution and any-measurable function.
7. Let B ( ? ) be the space of bounded ?-measurable functions, equipped with the uniform norm.
8. Suppose is a measurable set and is a nondecreasing sequence of non-negative measurable functions on such that
9. In the informal formulation of J . E . Littlewood, " every measurable function is nearly continuous ".
10. *So long as there are non-measurable sets in a measure space, there are non-measurable functions from that space.