infimum वाक्य
उदाहरण वाक्य
मोबाइल
- Likewise, if the infimum exists, it is unique.
- The infimum taken over all coverings of by countably many semiopen intervals.
- (The infimum is over all countable covers of"
- The infimum of the empty set is taken to be + \ infty.
- So far we have found a bound with an infimum over \ theta.
- The infimum is in a precise sense analysis, and especially in Lebesgue integration.
- Obviously, when since the infimum is taken over a smaller class as decreases.
- This lets us replace the infimum by minimum:
- Thus, the essential supremum and the essential infimum of this function are both 2.
- Where the infimum is taken over the smooth real-valued functions f on M.
- As such, a minimizer may not exist, even though an infimum would exist.
- Complete lattices are partially ordered sets, where every subset has an infimum and a supremum.
- In this case, the infimum is set intersection, and the supremum is set union.
- Similarly, the infimum of such a set is called the limit inferior, or liminf.
- Modern solution concepts not only consists of minimality notions but also take into account infimum attainment.
- Zero is the supremum of the empty set and the infimum of " P ".
- Where the infimum is taken over all f in L ^ + with f \ ge \ phi.
- We notice that the infimum is taken over compact sets and hence can be replaced by a minimum.
- What is uniquely determined by a module is the infimum of the numbers of the generators of the module.
- This order has the desirable property that every subset has a supremum and an infimum : it is a complete lattice.
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