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In this article, we extend the integration by parts formulae for the laws ofBessel bridges obtained in previous work with Zambotti, by showing that theseformulae hold for very general test functionals on $L^{2}(0,1)$. A key stepconsists in establishing new Taylor estimates on the laws of pinned Besselbridges.

Taylor Estimates for the laws of pinned Bessel bridges, and Integration by Parts