FUSION 2000 - 3d international conference on information fusion

INTERNATIONAL SOCIETY OF INFORMATION FUSION

with partnership of
Eurofusion

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Plenary talks

Possibility theory in information fusion
Henri Prade
Institut de Recherche en Informatique de Toulouse (IRIT), France

Abstract
Possibility theory and the body of aggregation operations from fuzzy set theory provide some tools to address the problem of merging information coming from several sources. The approach to fusion is set-theoretic and the choice of conjunctive versus disjunctive fusion modes depends on assumptions on whether all sources are reliable or not. Quantified, prioritized and weighted and fusion rules are described. A possibilistic logic counterpart of these combination modes will be also briefly presented. The fusion of imprecise information is carefully distinguished from the estimation problem. Fuzzy extensions of estimation processes are also discussed. The approach, based on conflict analysis, applies to sensor fusion, aggregation of expert opinions as well as the merging of databases especially in case of poor, qualitative information.

Short biography
Henri Prade (Institut de Recherches en Informatique de Toulouse) is a "Directeur de Recherche" at C.N.R.S. He received a Doctor-Engineer degree (1977), his "Doctorat d'Etat" (1982) and the"Habilitation à Diriger des Recherches" (1986). He is the author or the co-author of a large number of technical papers on uncertainty modelling and applications. With Didier Dubois he is the co-author of two monographs on fuzzy sets (Academic Press,1980) and possibility theory (Plenum Press, 1988), and the co-editor of the 7 volume "Handbooks of Fuzzy Sets Series" (Kluwer, 1998-2000). He is also the co-editor (with D. Dubois and R. Yager) of a volume entitled "Fuzzy Information Engineering: A Guided Tour of Applications" (Wiley, 1997). He is co-editor-in chief of Fuzzy Sets and Systems and a member of the the Editorial Board of several scientific journals including IEEE Transactions on Fuzzy Systems, the Artificial Intelligence J., the Inter. J. of Approximate Reasoning, the Inter. J. of Intelligent Systems, the J. of Intelligent Information Systems, Fundamenta Informaticae, Information Sciences, Soft Computing, Pattern Analysis and Applications among others. His current research interests are in uncertainty and preference modelling, non-classical logics, approximate and plausible reasoning and decision with applications to Artificial Intelligence and Information Systems.

Dr. Henri PRADE
Institut de Recherche en Informatique de Toulouse (IRIT)
Universite Paul Sabatier
Bat. 1R3
118 route de Narbonne
31062 Toulouse Cedex 4 France
Tel.: from France: +33 5.61.55.65.79; Fax: +33 5.61.55.62.39
Email: Henri.Prade@irit.fr


Data Fusion in the transferable belief model
Philippe Smets
IRIDIA - Université Libre de Bruxelles, Belgium

Abstract
When Shafer introduces his theory of evidence based on the use of belief functions, he proposed a rule to combine the belief functions induced by distinct pieces of evidence. Since then, theoretical justifications of this so-called Dempster's rule of combination have been produced and the meaning of distinctness has been assessed. We will presents practical applications where the fusion of uncertain data is well achieved by Dempster's rule of combination. It is essential that the meaning of the belief functions used to represent uncertainty be well fixed, as the adequacy of the rule depends strongly on a correct understanding of the context in which they are applied. Missing to distinguish between the upper and lower probabilities theory and the transferable belief model can lead to serious confusions, as Dempster's rule of combination is central in the transferable belief model whereas it hardly fits with the upper and lower probabilities theory.
In order to illustrate the possibilities that are offered by the transferable belief model when it comes to uncertain data fusion, we present some practical applications. For each of them, the transferable belief model seems well adapted whereas the classical probability theory might encountered problems, usually because of some missing information that probability theory requires and that is not available or worse, not existent.

Short biography
Philippe Smets has a MD and a PhD in Medical Statistics. He was Professor of Medical Statistics at Université Libre de Bruxelles (ULB). From 1985 to 1999, he was director of IRIDIA, the Institut de Recherches Interdisciplinaires et de Développements en Intelligence Artificielle, at ULB. He retired in 1999. Over the last few years, he has published over 100 research papers on quantified approximate reasoning and diagnosis. In particular, he developed many new methods within the framework of the transferable belief model, a model to represent quantified beliefs based on belief functions. He is member of the editorial board of most journals and of the program committee of most conferences dealing with uncertainty in artifical intelligence. He participated to several Belgian and European Research and Development Programs. Among others, he was prime contractor of the ESPRIT projects DRUMS, DRUMS2, UMIS and FUSION, all dealing with uncertainty and imprecision.

Professor Philippe Smets
web: http://iridia.ulb.ac.be/~psmets
IRIDIA-CP 194/6, Universite Libre de Bruxelles
50 av. Roosevelt, 1050 Bruxelles, Belgium.
email: psmets@ulb.ac.be
Tel : 32 2 650 27 29; Fax : 32 2 650 27 15


Hypermodality, shift in mode of evaluation in modal logic
Dov M Gabbay
Professor of Computing Science, Professor of Philosophy
Docteur Honoris Causa Universite Paul SabatierToulouse III
Augustus De Morgan Professor of Logic
King's College Strand, London

Abstract
The author will discuss logical systems where a connective in a formula can shift meaning according to his place of occurence in the formula. In semantical terms this means that evaluation changes mode as one goes along. Such logics have wide range of applications from time action resource models to generalised quantifiers. A methodology is presented whereby any connective can be shifted (ie become a hyperconnective)

Short biography
Dov M. Gabbay is Professor at the Department of Philosophy and the Department of Computer Science at King's College, London. He received a BSc in Mathematics and Physics and an MSc in Logic from Hebrew University, Jerusalem in 1966 and 1967, respectively. In 1969 he completed his PhD in Logic, also at Hebrew University. He has been Assistant (1970-1973) and Associate (1973-1975) Professor of Philosophy at Stanford University, Professor of Logic at Bar-Ilan University (1977-1983) , and Professor of Computing at Imperial College London (1983-1998). He joined King's College in 1998. He has also been a Visiting Member of the Royal Society and Visiting Research Professor, Mathematics Institute, University of Oxford (1978); Visiting Research Professor of Logic and Language, University of Tübingen (1988); Visiting Research Professor of Logic and Language, University of Munich (1990); Visiting Professor of Logic and Language, University of Stuttgart (1992); A Research Professor, Max-Planck Institute, Saarbruecken (1991-1995) and a Visiting Professor of Philosophy, King's College, London (1997). During 1979-1981, he served as Chairman, Department of Mathematics and Computer Science, Bar-Ilan University. During 1985-1996, he was an Adjunct Professor, University of Georgia and during (1992-1997), he has got a SERC Senior Research (sabbatical) Fellowship at Imperial College. His research interests include Logic and Computation, Dynamics of Practical Reasoning, Proof Theory and Goal-directed Theorem Proving, Non-classical Logics and Non-monotonic Reasoning, Labelled Deductive Systems, Fibring Logics, and Logical Modelling of Natural Language. More recently he has been looking at practical reasoning structures in Plato and Aristotle. Professor Dov M. Gabbay is one of the world's most active and influential researchers in logic. He has published over two hundred research papers and many books and he is Editor of several international journals, Executive of European Foundation of Logic Language and Information and president of The International IGPL Logic Group.

Dov M Gabbay
King's College Strand, London WC2R 2LS
Email : dg@dcs.kcl.ac.uk
Telephone: + 44 20 7848 2930
Fax: + 44 20 7240 1071
www.dcs.kcl.ac.uk/staff/dg/
www.kcl.ac.uk/kis/schools/hums/philosophy/staff/dovg.html


Information Fusion and Inference Networks: Evidential Foundations
Professor David A. Schum
George Mason University, USA

Applied Probability, Human Information Processing, Inference Analysis, Cognitive Science

Abstract
Devices frequently employed in the fusing of information in many situations come in the form of complex inference networks. The construction and analysis of inference networks have a surprisingly long history, dating back to 1913 in the work of an American legal evidence scholar named John H. Wigmore. Methods for probabilistic analyses of complex inference networks have a more recent history and now form an area of vigorous research. Many of the current strategies for analyzing inference networks rest on extensions of Bayes's rule and are collectively referred to as Bayes's Nets. Inference networks can take many forms and can capture an assortment of probabilistic interactions or nonindependencies among the variables represented on an inference network. Most of the current work on Bayes's Nets has involved the development of algorithms for the efficient propagation of probabilities throughout a network as new evidence arrives. But not so much attention has been paid to the fact that there are many logically distinguishable and recurrent forms and combinations of evidence that can serve to activate an inference network. Different forms of evidence require different methods for establishing the credibility or believability of evidence. This is a most important step in the fusion of evidence since credibility-related considerations form the very foundation for all subsequent arguments based on evidence. Part of my talk involves how these important credibility-related foundations are established in the analysis of inference networks. It is also true that evidence performs different roles in the analysis of inference networks. Some evidence directly instantiates nodes or probabilistic variables on an inference network. Such evidence is said to be directly relevant evidence. But other evidence, termed indirectly relevant or ancillary evidence, serves to justify the probabilistic strength of the arcs or linkages on an inference network. There is some controversy at present about the role of ancillary evidence in the analysis of Bayes's Nets that I will also address. In the process, I will show how many of the original insights Wigmore had 1913 about the construction of inference networks deserve more serious consideration than they are in fact receiving today.

Short biography
David A. Schum - received the B.A. and M.A. degrees from Southern Methodist University and the Ph.D. degree from Ohio State University, the latter in 1964. Following a two-year post-doctoral appointment at the Laboratory of Aviation Psychology at Ohio State, he joined the faculty of Rice University, where he held appointments in the departments of Psychology and Mathematical Sciences until 1985 (also an adjunct appointment at Baylor College of Medicine). In the fall of 1985 he joined the faculty of George Mason University where he now holds the rank of professor in the Department of Operations Research and Engineering. He also holds the rank of professor in the George Mason School of Law. He is coauthor of a book on probability theory and the author of three books on evidence and inference. His other published works are to be found in engineering, law and behavioral science journals and in various monographs. He has had a career-long interest in both formal and behavioral evidential issues in probabilistic reasoning. His research has involved: (i) study of recurrent forms and combinations of evidence and the many subtleties they reveal, (ii) study of ways to provide computer assistance in the task of drawing conclusions from masses of evidence, and (iii) study of ways to enhance the process of discovery in which new possibilities and evidence are generated.

David A. Schum
School of Information Technology and Engineering
School of Law
George Mason University
Fairfax, Virginia, USA
Email: schum@iet.com

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