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Tutorials |
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Neural Information Processing Systems: Natural and Synthetic | ||||||
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Abstracts and bios for the tutorials are here. The tutorials will all be on December 9. |
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Online Preproceedings | |||||||||||
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Awards | |||||||||||
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Registration and Financial/Travel Support | |||||||||||
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Hotels and Local Transportation | |||||||||||
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For Authors and Presenters | |||||||||||
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Computational Game Theory |
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Michael Kearns, University of Pennsylvania | |||||||||
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9:30-11:30am |
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Recently there has been renewed interest in game theory in several research disciplines, with its uses ranging from the modeling of evolution to the design of distributed protocols. In the AI community, game theory is emerging as the dominant formalism for studying strategic and cooperative interaction in multi-agent systems. Classical work provides rich mathematical foundations and equilibrium concepts, but relatively little in the way of computational and representational insights that would allow game theory to scale up to large, complex systems. The rapidly emerging field of computational game theory is addressing such algorithmic issues, and this tutorial will provide a survey of developments so far. As the NIPS community is well-poised to make significant contributions to this area, special emphasis will be placed on connections to more familiar topics. Topics to be covered include:
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Neural Integrators |
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Sebastian Seung, Howard Hughes Medical Institute and Brain and Cognitive Sciences Department, MIT | |||||||||
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9:30-11:30am |
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Newton and Leibniz taught us how to integrate, and then argued over who should get the credit. Little did they know they had been scooped. Even when unschooled in calculus, the brains of humans and other animals naturally carry out the mathematical operation of integration with respect to time. This capability evolved because temporal integration is important for certain behaviors, such as motor control and navigation. Researchers have identified particular brain areas that function as neural integrators. A physiological explanation of how neurons integrate is still lacking, although a number of hypotheses have been proposed. Integration can be regarded as the simplest form of working memory, the ability to store information and actively manipulate it to perform computations. Therefore, understanding how neurons integrate could shed light on how working memory is implemented by the brain. |
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Eigenvector Methods for Clustering and Image Segmentation |
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Yair Weiss,
Hebrew University Serge Belongie, UC San Diego Jianbo Shi, Carnegie Mellon University |
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1:00-3:00pm |
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Spectral methods are a general class of algorithms that approximate computationally hard problems via properties of the eigenspectrum. These methods have been used for graph partitioning for over 30 years and have more recently shown great promise in a range of applications including VLSI design and computer vision. The tutorial will cover the theory and practice of eigenvector methods for clustering and image segmentation. We will discuss the general theory of spectral methods as well as particular issues that arise when dealing with images: e.g. calculating affinity matrices from pixels and efficiently computing eigenvectors in spaces with a million dimensions. |
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Mathematical, Statistical, and Algorithmic Challenges from Genomics and Molecular Biology |
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Richard M. Karp, University of California and International Computer Science Institute, Berkeley | |||||||||
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1:00-3:00pm |
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A fundamental goal of biology is to understand life at the level of genes, proteins and cells. Molecular biology and genetics are undergoing revolutionary changes. Emphasis has shifted from the study of individual genes and proteins to the exploration of the entire genome of an organism and the study of networks of genes and proteins. As the level of aspiration rises and the amount of available data grows by orders of magnitude, the field becomes increasingly dependent on mathematical and statistical modeling, mathematical analysis and computation. We shall give an introduction to the mathematical and computational challenges that arise in this field, with an emphasis on discrete algorithms and the role of combinatorics, optimization, probability, statistics, pattern recognition and machine learning. Specific topics to be covered will be drawn from the following list: alignment and comparison of biological sequences; sequence assembly algorithms; the use of Hidden Markov Models (HMMs) to describe sequence families; gene finding using HMMs, pair HMMs and whole-genome alignment; discovery of protein binding sites using the EM algorithm; phylogeny construction using parsimony methods, distance-based methods and maximum likelihood methods; combinatorics of genome rearrangement; unsupervised analysis of gene expression data using feature selection, clustering and two-dimensional clustering; supervised analysis of gene expression data using support vector machines. No prior knowledge of molecular biology will be assumed. |
The unifying theme in Karp's work has been the study of combinatorial algorithms. His 1972 paper "Reducibility Among Combinatorial Problems" showed that many of the most commonly studied combinatorial problems are NP-complete, and hence likely to be intractable. Much of his subsequent work has concerned parallel algorithms, the probabilistic analysis of combinatorial optimization algorithms and the construction of randomized algorithms for combinatorial problems. His current activities center around algorithmic methods in genomics and computer networking. He has supervised thirty-five Ph.D. dissertations. Karp has received the U.S. National Medal of Science, the Turing Award, the Fulkerson Prize, the Harvey Prize (Technion), the Centennial Medal (Harvard), the Lanchester Prize, the Von Neumann Theory Prize, the Von Neumann Lectureship, the Distinguished Teaching Award (Berkeley), and the Babbage Prize. He holds six honorary degrees. He is a member of the U.S. National Academies of Sciences and Engineering and a Fellow of the American Academy of Arts and Sciences, the American Association for the Advancement of Science and the Association for Computing Machinery. |
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Computational Auditory Scene Analysis In Listeners And Machines |
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Martin Cooke, University of Sheffield | |||||||||
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3:30-5:30pm |
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How do listeners recover information about individual sound sources from the acoustic melange reaching the ears? From musical ensembles to conversations in noisy settings, everyday listening situations present a significant challenge to our auditory systems and recognition algorithms alike. Cues such as pitch and location are prime candidates for source separation approaches, but prior expectations also have a role. Armed with a variety of audio demonstrations, this tutorial will explore the perceptual organisation of sound from the perspective of auditory physiology, psychophysics and computational modelling. Topics to be covered include neurally-inspired models for the extraction of useful signal features, architectures for feature-binding and missing-data approaches to robust automatic speech recognition. The tutorial will also look in detail at the theory and practice of a recent probabilistic decoder which integrates bottom-up and top-down processes in computational auditory scene analysis. |
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Information Extraction from the World Wide Web |
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Andrew McCallum,
University of Massachusetts, Amherst William Cohen, Carnegie Mellon University, CALD |
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3:30-5:30pm |
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The Web is the world's largest knowledge base. However, its data is in a form intended for human reading, not manipulation, data mining and reasoning by computers. Information extraction is the process of filling fields in a database by automatically extracting sub-sequences of human readable text. Today's search engines return web pages. Tomorrow's search engines will use information extraction to return "things" (like people, jobs, companies, events), their relations, facts and trends. This tutorial will survey many of the sub-problems and methods of information extraction, including use of sliding-window and finite state machines, language and formatting features, generative and conditional models, rule-learning and Bayesian techniques. We will also discuss some related issues, such as association of data fields into records, reference matching and de-duplication. A familiarlity with statistical learning techniques, such as maximum likelihood estimation, Bayesian networks, and hidden Markov models, would be useful, but is not required. |
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About this Webpage |
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For issues regarding page design and content, contact Alexander Gray. For issues regarding forms, scripts and server operation, contact Guy Lebanon. |
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