Definition of Uniformly. Meaning of Uniformly. Synonyms of Uniformly

Here you will find one or more explanations in English for the word Uniformly. Also in the bottom left of the page several parts of wikipedia pages related to the word Uniformly and, of course, Uniformly synonyms and on the right images related to the word Uniformly.

Definition of Uniformly

Uniformly
Uniformly U"ni*form`ly, adv. In a uniform manner; without variation or diversity; by a regular, constant, or common ratio of change; with even tenor; as, a temper uniformly mild. To vary uniformly (Math.), to vary with the ratio of the corresponding increments constant; -- said of two dependent quantities with regard to each other.

Meaning of Uniformly from wikipedia

- Look up uniform distribution in Wiktionary, the free dictionary. Uniform distribution may refer to: Continuous uniform distribution Discrete uniform distribution...
- be uniformly continuous so f {\displaystyle f} is not uniformly continuous. Any absolutely continuous function (over a compact interval) is uniformly continuous...
- Look up uniformity in Wiktionary, the free dictionary. Uniformity may refer to: Distribution uniformity, a measure of how uniformly water is applied to...
- uniformly continuous the inverse function f − 1 {\displaystyle f^{-1}} is uniformly continuous In other words, a uniform isomorphism is a uniformly continuous...
- the uniform limit of uniformly continuous functions is uniformly continuous; for a locally compact space, continuity is equivalent to local uniform continuity...
- A Uniform is a variety of costume worn by members of an organization while usually parti****ting in that organization's activity. Modern uniforms are...
- \forall i\in I\quad \forall x\in X.} Every uniformly convergent sequence of bounded functions is uniformly bounded. The family of functions f n ( x )...
- is constant. A uniform space U is called uniformly disconnected if it is not uniformly connected. A compact uniform space is uniformly connected if and...
- subcover). Uniformly connected. A uniform space X is uniformly connected if every uniformly continuous function from X to a discrete uniform space is constant...
- \{X_{n}\}} is uniformly integrable. A class of random variables bounded in L p {\displaystyle L^{p}} ( p > 1 {\displaystyle p>1} ) is uniformly integrable...