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Order-type Henstock and McShane integrals in Banach lattice setting
Published 26 May 2014 in math.FA | (1405.6502v2)
Abstract: We study Henstock-type integrals for functions defined in a compact metric space $T$ endowed with a regular $\sigma$-additive measure $\mu$, and taking values in a Banach lattice $X$. In particular, the space $[0,1]$ with the usual Lebesgue measure is considered.
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