measurable set वाक्य
उदाहरण वाक्य
मोबाइल
- See non-measurable set for more details.
- Whenever " A " and " B " are any measurable sets and ? is the associated measure.
- The ?-measurable sets form a ?-algebra and ? restricted to the measurable sets is a countably additive complete measure.
- The ?-measurable sets form a ?-algebra and ? restricted to the measurable sets is a countably additive complete measure.
- Halmos ) as a measurable set of positive measure that has no subsets of strictly less, yet positive measure.
- Show that the set of points for which \ { f _ n \ } converges is a measurable set.
- Specifically, this is true if the measure space contains an infinite family of disjoint measurable sets of finite positive measure.
- A function between two measurable spaces is called a measurable function if the preimage of every measurable set is measurable.
- In ZF, one can show that the Hahn Banach theorem is enough to derive the existence of a non-Lebesgue measurable set.
- A measure is called " ?-finite " if can be decomposed into a countable union of measurable sets of finite measure.
- Some of the best-known paradoxes such as the Banach Tarski paradox and Hausdorff paradox are based on the existence of non-measurable sets.
- Indeed, non-measurable sets almost never occur in applications, but anyway, the theory must restrict itself to measurable sets ( and functions ).
- This property does not hold for the non-standard probability space dealt with in the subsection " A superfluous measurable set " above.
- The measurable sets on the line are iterated countable unions and intersections of intervals ( called Borel sets ) plus-minus null sets.
- Indeed, non-measurable sets almost never occur in applications, but anyway, the theory must restrict itself to measurable sets ( and functions ).
- Assuming the axiom of choice, non-measurable sets with many surprising properties have been demonstrated, such as those of the Banach Tarski paradox.
- Measure theory succeeded in extending the notion of volume ( or another measure ) to a vast class of sets, so-called measurable sets.
- Consider an increasing collection of measurable sets indexed by : such as balls of radius centered at the origin, or cubes of side.
- Any finite union and intersection of Jordan measurable sets is Jordan measurable, as well as the set difference of any two Jordan measurable sets.
- Any finite union and intersection of Jordan measurable sets is Jordan measurable, as well as the set difference of any two Jordan measurable sets.
measurable set sentences in Hindi. What are the example sentences for measurable set? measurable set English meaning, translation, pronunciation, synonyms and example sentences are provided by Hindlish.com.