T. Y. Wu

most citedOn uniform continuity of Cauchy's function and uniform convergence of Cauchy's integral formula with applications

1 citations · 2 across the 2 of their papers we have counts for

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math.CV2009★ 1 cited

On resolution to Wu's Conjecture

Theodore Yaotsu Wu

In this series of studies on Cauchy's function $f (z)$ ( $z = x + i y$ ) and its integral $J [f (z)] \equiv (2 π i)^{- 1} \oint_{C} f (t) d t / (t - z)$ taken along a Jordan contour $C$ , the aim is to inv…

math.CV2007★ 1 cited

On uniform continuity of Cauchy's function and uniform convergence of Cauchy's integral formula with applications

Theodore Yaotsu Wu

This study is on Cauchy's function $f (z)$ and its integral, $J [f (z)] \equiv (2 π i)^{- 1} \oint_{C} f (t) d t / (t - z)$ taken along a closed simple contour $C$ , in regard to their comprehensive…