Abstract
In this paper, we show that if an R-integrable (or BV integrable function) defined over a compact interval $[a,b]\times [c,d]\subset \mathbb R^2$ satisfies certain conditions, then over any subinterval of $[a,b]\times [c,d],$ the iterated integral exists and equals the double integral. We also present some examples relevant to our theory.
Citation
Inder K. Rana. V. Sinha. "Fubini Type Theorems for the BV Integral." Real Anal. Exchange 33 (1) 167 - 200, 2007/2008.
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