summable function

summable function

[¦səm·ə·bəl ′fəŋk·shən]
(mathematics)
A function whose Lebesgue integral exists.
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iii) In this condition, we have to verify that there is a summable function N such that x [member of] [[x.
iii) f has linear growth on Q: there is a summable function N such that x [member of] Q, u [member of] [OMEGA] [?
Let F be a distribution in D' and let f be a locally summable function.