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  2. Thomas Bond Sprague Prize - Winners | Statistical Laboratory

    https://www.statslab.cam.ac.uk/thomas-bond-sprague-prize-winners
    5 Jul 2024: B.B. He (Queens' College) and M.Lehmkuehler (Girton College). ... T. Assiotis (Trinity College) and T. B. Berrett (Gonville and Caius College).
  3. CHURCHILL COLLEGEUNIVERSITY OF CAMBRIDGE ROLLO DAVIDSON TRUST Thomas…

    https://www.statslab.cam.ac.uk/files/Rollo/spragueaward18.pdf
    28 Apr 2021: B.B. He of Queens’ College. for distinguished performance in the areas of optimisation and statistics.
  4. 25 Nov 2002: lXb } K<M-:K ¡ f RS%a TVZ } r<µ v SB5XUR Wub$Q$RYo v b:ZQ$iRQ$a_RTV_O-TVRbYVZS m &K p p TVZ ª p3 &K p d p &K ... à ¤¤n¤Â p¿ pK p ¡ p pp K pp -K p ¤Å b:ZfToTVZ&iWb v RbP a-n_ Q$nRfWeFWRS%a Æp g p K YVS%_QFRWnWRW K/Ç rnS%_ :ZQWZh
  5. MATHEMATICS OF MACHINE LEARNING Part IIExample Sheet 1 (of ...

    https://www.statslab.cam.ac.uk/~rds37/teaching/machine_learning/Qu1.pdf
    9 Feb 2024: Use thematrix identity. (A bb>)1 = A1 A1bb>A1. 1 b>A1b. 1. ... a b>. b M. )1=. (s1 s1b>M1. s1M1b M1 s1M1bb>M1),. where s := a b>M1b > 0 provided the matrix on the left is indeed invertible. ].
  6. Discussion of Large Covariance Estimation by Thresholding Principal…

    https://www.statslab.cam.ac.uk/~rjs57/YuSamworthDisc.pdf
    3 Sep 2013: 1. Table 1: For the same u and µB as in Section 6.2, define µ̃′B = (µ. ... To examine the effect of missing the Kth common factor, assume (2.1) and that rank(BB) = K,but the estimator is.
  7. Multiple conditional randomization tests

    https://www.statslab.cam.ac.uk/~qz280/talk/ims-2022/slides.pdf
    3 Jun 2024: B. B. B. B. BB B. D. D. D. D. D. ... 24117–24126 (2020).5. T. B. Berrett, Y. Wang, R. F. Barber, R.
  8. latest.dvi

    https://www.statslab.cam.ac.uk/~frank/PAPERS/eff.pdf
    9 Dec 2005: Then Cramér’s estimate is. P {B > b} 1 νµ. κηeκb as b. ... a1eκb P {B > b} a2e. κb b 0 (4.5). for constants a1, a2 1.
  9. JRN Michaelmas 2009 Probability and Measure 1 1.1 Let ...

    https://www.statslab.cam.ac.uk/~james/Lectures/pmex1.pdf
    2 Oct 2009: algebra. 1.2 Show that the following sets of subsets of R all generate the same σ-algebra:(a) {(a, b) : a < b}, (b) {(a, b] : a < b}, (c) {(, b] : b ... cn, } are. independent. 1.8 Let B be a Borel subset of the interval [0, 1].
  10. Japan2012.dvi

    https://www.statslab.cam.ac.uk/~rjs57/Japan2012.pdf
    21 Sep 2012: The theorem requires no exchangeability or randomguessing conditions. • It holds even when B = 1. • ... B. B. j=1. 1{kŜ(A2j1)}1{kŜ(A2j )},and note that E{Π̃B(k)} = p2k,n/2. Now.
  11. 27 Aug 2002: 07"%$$8H<;'72#'<O=7P.2% #& Z"A#9&WAY".-.'"B/'<O812%<; #j-"<F$=21#-ÊMð. ... G"<&7P.'" #&J7"%$$8H<;'72#'<O07.'2 # TmÏ'<;J=2<&PÊ2%$();.-&D"%A212%<; #j-"<($=2#1+jÊ(B/j9=<"07P.'" #&J7P"$$8H<72#'<O=7P.2% T.

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