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RESEARCH POST IN FORENSIC STATISTICS, THE UNIVERSITY OF EDINBURGH.

Applications are invited for a post-doctoral research post in forensic 
statistics within the School of Mathematics, and as part of the Joseph 
Bell Centre for Forensic Statistics and Legal Reasoning, to research and 
develop robust procedures for the evaluation of evidence for 
multivariate models with different structures in addition to continuous 
variables and in the absence of population data. Applicants should have 
a good Honours degree in a mathematical subject and a PhD in statistics 
or related subjects. The post is funded by the EPSRC programme in 
‘Technologies for crime prevention and detection’ with Professor C.G.G. 
Aitken as the Principal Investigator and Mr. Burkhard Schafer (Law) as 
co-investigator. The research will be in collaboration with Forensic 
Alliance, an independent UK supplier of forensic solutions.

Because of the resignation of a research assistant on another forensic 
statistics project, there is also a vacancy for a nine-month position. 
Applicants for the 22-month position may also be considered for the 
nine-month position if they wish.

Informal enquiries about the position may be made to Professor C.G.G 
Aitken: telephone 0131 650 4877, fax 0131 650 6553 or e-mail 
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Fixed term:* *22 months (available from 1^st January 2006)

Salary:* *£21,640 p.a. (under review)

Closing date: * *28th October 2005

Further information about the post and the School is available at 
http://www.maths.ed.ac.uk <http://www.maths.ed.ac.uk/> (click on “Job 
vacancies” for further details about the position and online application 
procedures). Alternatively, phone the recruitment line 0131 650 2511.

Please quote reference 3005096.

Please bring this opportunity to the attention of anyone whom you think 
may be interested.


Colin Aitken.

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C.G.G. Aitken,
School of Mathematics,  		   Phone: (0)131 650 4877
The King's Buildings, 			   Fax: (0)131 650 6553
The University of Edinburgh, EH9 3JZ.      E-mail: [log in to unmask]
Scotland.			http://www.maths.ed.ac.uk/~cgga