If E is a regular region, then each point P of ∂E is interior to a smooth surface element except for those points on a finite number of arcs on ∂E that have zero surface area.. If a line [r]
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If E is a regular region, then each point P of ∂E is interior to a smooth surface element except for those points on a finite number of arcs on ∂E that have zero surface area.. If a line [r]
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