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Henstock-type integrals are studied for functions defined in a compact metric space T endowed with a regular &#x03C3;-addltive measure &#x03BC;, and taking values in a Banach lattice X. In particular, the space [0,1] with the usual Lebesgue measure is considered. The norm- and the order-type integral are compared and interesting results are obtained when X is an L-space. 2010 AMS Mathematics Subject Classification: 28B20, 46G10.

Order-type Henstock and McShane integrals in banach lattice setting