measure
(Q192276)
function assigning numbers to some subsets of a set, which could be seen as a generalization of length, area, volume and integral
function assigning numbers to some subsets of a set, which could be seen as a generalization of length, area, volume and integral
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Current Data About
measure
| (P18) |
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| (P31) |
(Q3924032)
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| (P279) |
(Q11348)
(Q5165061) (Q95744479) |
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| (P361) |
(Q3058212)
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| (P373) |
Measures (measure theory)
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| (P910) |
(Q8614859)
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| (P1343) |
(Q20078554)
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| (P1424) |
(Q126280788)
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| (P1552) |
(Q709149)
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| (P1568) |
(Q217357)
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| (P1889) |
(Q11778209)
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| (P2396) |
(Q91311892)
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| (P2534) |
\mu(E)\geq 0,\mu(\emptyset)=0,\mu\left(\bigcup_{k=1}^\infty E_k\right)=\sum_{k=1}^\infty \mu(E_k)
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| (P2579) |
(Q15614122)
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| (P5555) |
Countable additivity of a measure.svg
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| (P6104) |
(Q8487137)
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other details
| description | function assigning numbers to some subsets of a set, which could be seen as a generalization of length, area, volume and integral |
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