Dina Research School

Summer School, August 16-27 1999

Computer Intensive Statistical Methods - with Applications in Agriculture

Teachers

International guest teacher: Professor Steve Buckland (the bootstrap)

Stephen Terrence Buckland

Professor of Statistics and Head of the Statistical Ecology Group at St Andrews .

Tel: 01334-463787 (+44-1334-463787)

Fax: 01334-463748 (+44-1334-463748)

e-mail: steve@mcs.st-and.ac.uk

The Statistical Ecology Group at St. Andrews

The Statistical Ecology group at the University of St. Andrews has research interests in Modelling the biological control of grasshoppers and locusts, computer intensive statistical methodology, inference from structured population data , wildlife population assessment, design and analysis of sightings surveys, mark recapture methodology and other areas concerned with population assessment and modelling.

The recent massive increases in computer power have led to an upsurge in interest in computer intensive statistical methods. Bayesians have taken most advantage of this change, for example throug h widespread use of the Gibbs sampler and other Markov chain Monte Carlo methods, which allow methods that were previously impractical to be implemented. Many applied statisticians have also seen dramatic change; for example, the bootstrap, a computer intensive method for estimating variances and interv als, is now widely used in all branches of applied statistics. Research interest at St Andrews University centres in two research groups, the Statistical Inference Group, involved in methodological development, and the Statistical Ecology Group at St Andrews (SEGSTA), where innovative applications of computer intensive methods are pursued.

Recent Publications (selected)
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Guest teacher: Ass. Professor Jesper Møller (MCMC)

Jesper Møller

Associate Professor at Department of Mathematics, Institute of Electronic Systems, Aalborg University, Denmark.

Direct Telephone: + 45 9635 8863

E-mail: jm@math.auc.dk

Birth: December 6, 1957.

His research include spatial statistics and stochastic geometry. Has worked on different aspects of spatial (marked) point processes: developed a new class of Markov models with dynamic neighbour structures; derived the pseudolikelihood in a rigorous manner and proved consistency of the maximum pseudolikelihood estimate; developed MCMC algorithms for inference and exact simulation. Contributions in stochastic geometry apart from spatial point processes have mainly been on random tessellations (subdivisions of space into non-overlapping cells) and in particular on Voronoi and Johnson-Mehl tessellations. Also biogeographical applications of statistical image analysis. Current research is on gamma-type results and related properties of Poisson processes, clustering properties of nearest-neighbour Markov point processes, Markovian models for images of connected components with geostatistical applications, log Gaussian Cox processes and related models for spatial heterogeneity, and exact simulation of point processes.

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Local organizer: Henrik Stryhn, Denmark

Henrik Stryhn

Birth: 4 August 1961.

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Local organizer: John Öhrvik, Sweden

Personal Data:
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Selected scientific publications

Dina logoAuthor: phd@dina.kvl.dk. Updated: 23 September 1998