SCHOOL OF INFORMATION TECHNOLOGIES THE UNIVERSITY OF SYDNEY

By Aaron J. Quigley. 2007

Citations in the corpus

• Computing functions of random variables via reproducing kernel Hilbert space representations (2015, neutral): “One can show that μ [ ˆ p m ] converges at rate m − 1 / 2 [cf. Smola et al. (2007), (Song 2008, Theorem 27), and Lopez-Paz et al. (2015)]: Independent of the requirement of injectivity, μ can be used to compute expectations of arbitrary functions f living in the RKHS, using the identity which…”