An Introduction to Sequential Monte Carlo Methods
An Introduction to Sequential Monte Carlo Methods
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DOI:
10.1046/j.1467-9884.2003.t01-6-00383_8.x
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发表时间:
2003-12
期刊:
影响因子:
--
通讯作者:
Freda Kemp
中科院分区:
文献类型:
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作者:
Freda Kemp
This resembles a manifesto and really needs to be read in conjunction with Christakos (2000) for best effect. The authors try to contrast their methodology, based on Bayesian maximum entropy and which requires some understanding of the underlying physical models, with ‘statistical’methods such as those developed by Diggleet al.(1998). For example, kriging is presented as a special case of the approach that they advocate, which is applicable under certain narrow conditions. This seems a rather abrupt distinction in practice, especially given the authors’ assertion later (page 192) in which it is acknowledged that scientists may find some approaches most suitable for certain parts of an investigation. However, this contrast serves to differentiate the material that is contained in the book. The philosophical nature of parts of the book is acknowledged in the preface, but the authors state their intention of focusing on ‘critical practicality’which they define as using temporal geographical information systems to gain a better scientific understanding of the phenomena under investigation, to provide accurate predictions and to make useful decisions. Chapter 7 of the book introduces BME-Lib, a set of MATLAB software also included on a compact disc with the book. Again, familiarity with Christakos (2000) is required to understand the methodology that is contained within BMELib. Clearly this is a specialized book. It makes no claims about an intended audience but seems to imply that it is aimed at temporal geographical information systems specialists and expresses the hope that they may be able to communicate at a more fundamental scientific level with the various scientific specialists with whom they are involved. Part of the approach that is advocated is to maximize the use of physical models of the phenomena under study. The software that is provided requires MATLAB 5.0 or newer (which obviously rules out applications such as Octave) and should run under any environment which can run MATLAB. Modifiable example scripts are included with the software which make it as easy to use as it could be given a one-chapter written summary. 163 references are cited, 32 of which are to the authors’ own work. Indexing is modest, printed on fewer than three pages, which may reflect the philosophical nature of much of the book. The authors argue the case for using this type of methodology rather more than for giving a very clear exposition of either the theory or detailed case-studies using the methodology. Nevertheless it presents a thoughtprovoking argument about the nature of the scientific method which is of interest in its own right (it is particularly scathing about simple reliance on Neyman–Pearson hypothesis testing and the damage that is done to public perceptions of science when different groups claim contrasting results). However, this is probably not of enough interest in such a specialized book to merit purchase for this alone. What is achieved is a forcibly presented espousal of both the authors’ overall approach and their research that may be of interest to information scientists working with spatiotemporal phenomena. The provision of MATLAB software provides a realization of the Bayesian maximum entropy approach to temporal geographical information systems and is valuable for those who are interested in its application.