Abstract
We define two interval functions $U_\delta$ and $V_\delta$ using Riemann sums of Henstock integrable functions, as major and minor functions. Then we formulate two dominated convergence theorems for the Henstock integral in the $n$-dimensional space.
Citation
Ch. Rini Indrati. Peng Yee Lee. "Dominated convergence theorem involving small Riemann sums.." Real Anal. Exchange 30 (2) 783 - 794, 2004-2005.
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