Probability theory | Measures (measure theory)

Intensity measure

In probability theory, an intensity measure is a measure that is derived from a random measure. The intensity measure is a non-random measure and is defined as the expectation value of the random measure of a set, hence it corresponds to the average volume the random measure assigns to a set. The intensity measure contains important information about the properties of the random measure. A Poisson point process, interpreted as a random measure, is for example uniquely determined by its intensity measure. (Wikipedia).

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Physics - Mechanics: Sound and Sound Waves (7 of 47) Sound Intensity

Visit http://ilectureonline.com for more math and science lectures! In this video I will explain the basics of the intensity of sound (speaking, whisper, and screaming!).

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Physics - Mechanics: Sound and Sound Waves (36 of 47) Intensity of Sound Wave 2

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Expected value | Probability theory | Measure (mathematics) | Random measure | S-finite measure | Measurable function | Poisson point process | Measurable space