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How to pronounce “measurable function”
Hear “measurable function” in real YouTube speech, then study definitions and example sentence snippets.
Pronunciation guide for measurable function
- Learning goal
- Practice the English pronunciation of measurable function with real speech in context.
- Available examples
- 8 YouTube examples
- Real speech example
- Something Deeply Hidden
- Definition summary
- (mathematical analysis) A function whose codomain is a topological space and domain is a measurable space, with the property that the inverse image of every open set in its codomain is a measurable set in its domain.
Example 1 of 8
How to pronounce measurable function
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Example Sentences
A Deep Dive Into “measurable function”
Meaning
- [Noun]
- (mathematical analysis) A function whose codomain is a topological space and domain is a measurable space, with the property that the inverse image of every open set in its codomain is a measurable set in its domain.
- (mathematics) Any well-behaved function of real numbers between measurable spaces.
Practice Nearby Words
measurable set, continuous function, simple function, positive measure, complete measure, complex measure, outer measure, measurable space, measure space, borel function, functional, valuation, size theory, domain, inclusion function, measure, partial function, monotonicity, borel measure, counting measure, function, function space, bounded function, metric space, endofunction, real function, pseudomeasure, distance function, complex function, quotient map, identity function, inclusion, topological field, morse theory, codomain, comparable function, semimeasure, image, holomorphism, mathematical analysis, topological vector space, manifold, σ-finite measure, mathematical space, composite function, mean, functional analysis, computable function, smooth function, homeomorphism, computable analysis, open set, quasimeasure, metric, mapping, operator, comorphism, entire function, inclusion map, differential topology, topological group, extensionality, multifunction, topological property, total function, ring, supermeasure, membership function, complex analysis, metrization, probability space, modular form, arithmetic function, recursive function, kolmogorov space, integrable function, monotone function, regular function, global minimum, analysis, classifying space, single-valued function, characteristic function, diffeomorphism, measure theory, composite, mathematical morphology, transcendental function, cohomology, partition of unity, μ-completion, constant function, kernel, morse function, holomorphy, uniform continuity, cofibration, explicit function, fuzzy measure, dual space
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