Browsing 01 Mathematical Sciences by Author "Wand Matthew"

UTSePress Research/Manakin Repository

Search UTSePress Research


Advanced Search

Browse

My Account

Browsing 01 Mathematical Sciences by Author "Wand Matthew"

Sort by: Order: Results:

  • Hall Peter; Pham Tung; Wand Matthew; Wang S. (Institute of Mathematical Statistics, 2011)
    We derive the precise asymptotic distributional behavior of Gaussian variational approximate estimators of the parameters in a single-predictor Poisson mixed model. These results are the deepest yet obtained concerning the ...
  • Chacon Jose; Duong Tarn; Wand Matthew (Academia Sinica, 2011)
    We investigate kernel estimators of multivariate density derivative functions using general (or unconstrained) bandwidth matrix selectors. These density derivative estimators have been relatively less well researched than ...
  • Goldsmith J; Wand Matthew; Crainiceanu C. (Institute of Mathematical Statistics, 2011)
    We introduce variational Bayes methods for fast approximate inference in functional regression analysis. Both the standard cross-sectional and the increasingly common longitudinal settings are treated. The methodology ...
  • Ormerod J.; Wand Matthew (American Statistical Association, 2011)
    Variational approximation methods have become a mainstay of contemporary machine learning methodology, but currently have little presence in statistics. We devise an effective variational approximation strategy for fitting ...
  • Nevillea Sarah; Wand Matthew (Elsevier, 2011)
    We devise a variationalBayes algorithm for fast approximate inference in Bayesian GeneralizedExtremeValue additive modelanalysis. Such models are useful for flexibly assessing the impact of continuous predictor variables ...
  • Neville Sharon; Palmer M.J.; Wand Matthew (Blackwell Publishing Ltd, 2011)
    We develop Mean Field Variational Bayes methodology for fast approximate inference in Bayesian Generalized Extreme Value additive model analysis. Such models are useful for flexibly assessing the impact of continuous ...
  • Wand Matthew; Ormerod J.; Padoan S.; Fruhwirth R. (International Society for Bayesian Analysis, 2011)
    We develop strategies for mean eld variational Bayes approximate inference for Bayesian hierarchical models containing elaborate distributions. We loosely de ne elaborate distributions to be those having more complicated ...
  • Wand Matthew; Ormerod John (Institute of Mathematical Statistics, 2011)
    We introduce the concept of penalized wavelets to facilitate seamless embedding of wavelets into semiparametric regression models. In particular, we show that penalized wavelets are analogous to penalized splines; the ...
  • Hall Peter; Ormerod John; Wand Matthew (Academia Sinica, 2011)
    Likelihood-based inference for the parameters of generalized linear mixed models is hindered by the presence of intractable integrals. Gaussian variational approximation provides a fast and effective means of approximate ...
  • Werneck G.; Costa C.; Walker A.; David J.; Wand Matthew; Maguire J. (Lippincott Williams & Wilkins, Inc, 2002)
    Background. The pattern of spread of visceral leishmaniasis in Brazilian cities is poorly understood. Methods. We used geographic information systems and spatial statistics to evaluate the distribution of 1061 ...
  • Wang S.; Wand Matthew (American Statistical Association, 2011)
    We demonstrate and critique the new Bayesian inference package Infer.NET in terms of its capacity for statistical analyses. Infer.NET differs from the well-known BUGS Bayesian inference packages in that its main engine is ...
  • Faes C.; Ormerod J.; Wand Matthew (American Statistical Association, 2011)
    Bayesian hierarchical models are attractive structures for conducting regression analyses when the data are subject to missingness. However, the requisite probability calculus is challenging and Monte Carlo methods typically ...