gostyle.bib: knn citation
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4 @MISC{GoR,
5 author = {Ales Cieply and others},
6 title = {EGF ratings system --- Sys\-tem des\-crip\-tion},
7 owner = {pasky},
8 timestamp = {2011.03.10},
9 url = {http://www.europeangodatabase.eu/EGD /EGF\_rating\_system.php}
12 @ARTICLE{CoverHart1967,
13 author = {Thomas M. Cover and Peter E. Hart},
14 title = {Nearest neighbor pattern classification},
15 journal = {IEEE Transactions on Information Theory},
16 year = {1967},
17 volume = {13},
18 pages = {21-27},
19 number = {1},
20 owner = {hellboy},
21 timestamp = {2010.03.10}
24 @INPROCEEDINGS{GellySilver2008,
25 author = {Gelly, Sylvain and Silver, David},
26 title = {Achieving master level play in 9x9 computer go},
27 booktitle = {AAAI'08: Proceedings of the 23rd national conference on Artificial
28 intelligence},
29 year = {2008},
30 pages = {1537--1540},
31 publisher = {AAAI Press},
32 abstract = {The UCT algorithm uses Monte-Carlo simulation to estimate the value
33 of states in a search tree from the current state. However, the first
34 time a state is encountered, UCT has no knowledge, and is unable
35 to generalise from previous experience. We describe two extensions
36 that address these weaknesses. Our first algorithm, heuristic UCT,
37 incorporates prior knowledge in the form of a value function. The
38 value function can be learned offline, using a linear combination
39 of a million binary features, with weights trained by temporal-difference
40 learning. Our second algorithm, UCT-RAVE, forms a rapid online generalisation
41 based on the value of moves. We applied our algorithms to the domain
42 of 9 × 9 Computer Go, using the program MoGo. Using both heuristic
43 UCT and RAVE, MoGo became the first program to achieve human master
44 level in competitive play.},
45 isbn = {978-1-57735-368-3},
46 location = {Chicago, Illinois}
49 @BOOK{Jolliffe1986,
50 title = {Principal Component Analysis},
51 publisher = {Springer, New York},
52 year = {1986},
53 author = {I.T. Jolliffe},
54 owner = {hellboy}
57 @ARTICLE{Pearson,
58 author = {R. L. Plackett},
59 title = {Karl Pearson and the Chi-Squared Test},
60 journal = {International Statistical Review},
61 year = {1983},
62 volume = {51},
63 pages = {59--72},
64 number = {1},
65 issn = {03067734},
66 owner = {pasky}
69 @INPROCEEDINGS{Riedmiller1993,
70 author = {Martin Riedmiller and Heinrich Braun},
71 title = {A Direct Adaptive Method for Faster Backpropagation Learning: The
72 RPROP Algorithm},
73 booktitle = {IEEE INTERNATIONAL CONFERENCE ON NEURAL NETWORKS},
74 year = {1993},
75 pages = {586--591},
76 owner = {hellboy},
77 timestamp = {2010.03.07}
80 @ARTICLE{MDP,
81 author = {Zito Tiziano and Wilbert Niko and Wiskott Laurenz and Berkes Pietro},
82 title = {Modular toolkit for Data Processing (MDP): a Python data processing
83 framework},
84 journal = {Frontiers in Neuroinformatics},
85 year = {2008},
86 volume = {2},
87 abstract = {Modular toolkit for Data Processing (MDP) is a data processing framework
88 written in Python. From the user's perspective, MDP is a collection
89 of supervised and unsupervised learning algorithms and other data
90 processing units that can be combined into data processing sequences
91 and more complex feed-forward network architectures. Computations
92 are performed efficiently in terms of speed and memory requirements.
93 From the scientific developer's perspective, MDP is a modular
94 framework, which can easily be expanded. The implementation of new
95 algorithms is easy and intuitive. The new implemented units are then
96 automatically integrated with the rest of the library. MDP has been
97 written in the context of theoretical research in neuroscience, but
98 it has been designed to be helpful in any context where trainable
99 data processing algorithms are used. Its simplicity on the user's
100 side, the variety of readily available algorithms, and the reusability
101 of the implemented units make it also a useful educational tool.},
102 doi = {10.3389/neuro.11/008.2008},
103 issn = {ISSN 1662-5196},
104 owner = {hellboy},
105 timestamp = {2010.03.05}
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