uniform space वाक्य
उदाहरण वाक्य
मोबाइल
- Level 2 data contain derived geophysical variables, though are not on a uniform space / time grid.
- |3 = As with any topological vector space, a locally convex space is also a uniform space.
- Combining these theorems, a uniform space is totally bounded if and only if its completion is compact.
- Star refinements are used in the definition of fully normal space and in one definition of uniform space.
- One can furthermore construct a completion for an arbitrary uniform space similar to the completion of metric spaces.
- *PM : totally bounded uniform space, id = 8958 new !-- WP guess : totally bounded uniform space-- Status:
- It was reworked to a displacement of 1289cc producing 54 bhp and had a uniform spacing between the cylinders.
- Spot seeding requires less seed than broadcast seeding and tends to achieve more uniform spacing, albeit sometimes with clumping.
- Uniform spaces do not introduce distances, but still allow one to use uniform continuity, Cauchy sequences, completeness and completion.
- Any compact Hausdorff space is a complete uniform space with respect to the unique uniformity compatible with the topology.
- *PM : totally bounded uniform space, id = 8958 new !-- WP guess : totally bounded uniform space-- Status:
- "' B "'is also of independent, but minor, interest in real analysis, where it is considered as a uniform space.
- Each pair of spaced walls comprises like first walls 4a 6 having a radially uniform spacing s over their entire lengths.
- The seed drill allowed more uniform spacing of seed and planting depth than hand methods, increasing yields and saving valuable seed.
- In other words, every uniform space has a completely regular topology and every completely regular space " X " is uniformizable.
- Instead, uniform continuity can be defined on a metric space where such comparisons are possible, or more generally on a uniform space.
- This definition agrees with the above on metric spaces, but it also works for uniform spaces and, most generally, for Cauchy spaces.
- In particular, topological vector spaces are uniform spaces and one can thus talk about dense linear subspace of a complete topological vector space.
- Al-Zahawi s early works took on more simplistic designs, extenuated by smoother lines, colorless texture ( lacking stain ), and relatively uniform spaces.
- Similar to continuous functions between topological spaces, which preserve topological properties, are the uniform continuous functions between uniform spaces, which preserve uniform properties.
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