bounded set sentence in Hindi
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- The definition of bounded sets can be generalized to topological modules.
- All bounded sets have a lower bound, by definition.
- Furthermore, any bounded set in " H " is weakly compact.
- Libraries collect individual published books and serials, or bounded sets of individual items.
- Most generally, a system may be defined as a bounded set of interrelated or interacting elements.
- And third of all, it says it works with any bounded sets, which is demonstrably false.
- In mathematics articles, this usually involves a noun like Bounded set in preference to an adjective like Bounded.
- I think I know how this should be true when this is a definite integral over a bounded set.
- The underlying idea is the following : a bounded set can be covered by a single ball of some radius.
- Bounded sets are a natural way to define a polar of a bounded set is an absolutely convex and absorbing set.
- Bounded sets are a natural way to define a polar of a bounded set is an absolutely convex and absorbing set.
- Under the weak topology the bounded sets coincide with the relatively compact sets which leads to the important Bourbaki Alaoglu theorem.
- Near the ends of a bounded set, there would necessarily be a bliss point where local nonsatiation doesn't hold.
- This formulation allows one to define bounded operators between general topological vector spaces as an operator which takes bounded sets to bounded sets.
- This formulation allows one to define bounded operators between general topological vector spaces as an operator which takes bounded sets to bounded sets.
- It is usually taken to be an equicontinuous, uniformly bounded set of functions, which is compact by the Arzel? Ascoli theorem.
- For example, the left or right order topology on a bounded set provides an example of a compact space that is not Hausdorff.
- The continued fractions on the right hand side will converge uniformly on any closed and bounded set that contains no poles of this function.
- The Heine Borel theorem, as the result is now known, is another special property possessed by closed and bounded sets of real numbers.
- Bounded intervals are bounded sets, in the sense that their diameter ( which is equal to the absolute difference between the endpoints ) is finite.
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