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Results 21 - 29 of 29

II. Data Mining via Inductive Rule Learning: Theoretical Contributions

by Wien Juni, A. Separate, Conquer Rule Learning, C. Round Robin Rule Learning
"... Habilitationsschrift eingereicht an der Technisch-Naturwissenschaftlichen Fakult"at der Technischen Universit"at Wien Dipl.-Ing. Dr. techn. Johannes F"urnkranz, M.Sc. ..."
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Habilitationsschrift eingereicht an der Technisch-Naturwissenschaftlichen Fakult"at der Technischen Universit"at Wien Dipl.-Ing. Dr. techn. Johannes F"urnkranz, M.Sc.

for Expert Systems

by unknown authors
"... eingereicht an der Technischen Universit"at Wien Technisch-Naturwissenschaftliche Fakult"at von Dipl.-Ing. Wolfgang Slany Mariannengasse 21/5, A-1090 Wien ..."
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eingereicht an der Technischen Universit"at Wien Technisch-Naturwissenschaftliche Fakult"at von Dipl.-Ing. Wolfgang Slany Mariannengasse 21/5, A-1090 Wien

The Phase Transition of the Number-Theoretical Spin Chain

by Pierluigi Contucci, Andreas Knauf , 1995
"... The number-theoretical spin chain has exactly one phase transition, which is located at inverse temperature fi cr = 2. There the magnetization jumps from one to zero. The energy density, being zero in the low temperature phase, grows at least linearly in fi cr \Gamma fi. 1 Introduction In [10] one ..."
Abstract - Cited by 18 (4 self) - Add to MetaCart
) Department of Mathematics, Kerchof Hall, University of Virginia, Charlottesville Va 22903. e-mail: contucci@weyl.math.virginia.edu y Dipartimento di Fisica, Gruppi Cam e Gtc, Universit`a di Roma "La Sapienza", I-00185 Roma, Italy. e-mail: contucci@axprom.roma1.infn.it z Technische Universitat

GermanTeam 2002

by Uwe Düffert, Matthias Jüngel, Tim Laue, Martin Lötzsch, Max Risler, Thomas Röfer - In RoboCup 2002 Robot Soccer World Cup , 2002
"... Introduction The GermanTeam participates as a national team in the Sony Legged Robot League. It currently consists of students and researchers from five universities: the HumboldtUniversit t zu Berlin, the Universitt Bremen, the Technische Universitt Darmstadt, the Universitt Dortmund, and the Frei ..."
Abstract - Cited by 4 (3 self) - Add to MetaCart
Introduction The GermanTeam participates as a national team in the Sony Legged Robot League. It currently consists of students and researchers from five universities: the HumboldtUniversit t zu Berlin, the Universitt Bremen, the Technische Universitt Darmstadt, the Universitt Dortmund

Adaptive Dynamic Output Feedback Stabilisation of Nonlinear Systems

by Ilchmann Isidori Submitted, A. Ilchmann, A. Isidori
"... An adaptive dynamical output feedback law is introduced for a class of nonlinear nonminimum phase systems to achieve practical stabilisation, that means the output will asymptotically tend to a pre-specified neighbourhood of the origin. In case of linear systems, we can even prove adaptive stabilisa ..."
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of functions f : I ! K n\Thetam which are essentially bounded on the interval I ae R kfk L 1 (I;K n\Thetam ) = ess sup t2I kf(t)k Institut fur Mathematik, Technische Universitat Ilmenau, Weimarer Strasse 25, 98693 Ilmenau, ilchmann@mathematik.tu-ilmenau.de y Dipartimento di Infomatica e Sistemistica

The Complete Solution of the Competitive Rank Selection Problem

by F. Thomas Bruss, Michael Drmota, Guy Louchard , 1998
"... Two decision makers A and B observe sequentially a given permutation of n uniquely rankable options. A and B have one choice each (without recall) and both must make a choice. At each step only the relative ranks are known, and A has the priority of choice. At the end the (absolute) ranks are compar ..."
Abstract - Cited by 2 (1 self) - Add to MetaCart
, minimax optimal, Nash equilibrium. Universite Libre de Bruxelles, Departement de Mathematiques et ISRO, CP 210, Boulevard du Triomphe, B-1050 Bruxelles, e-mail: tbruss@ulb.ac.be y Technische Universitaet Wien, Dept. of Discrete Mathematics, Wiedner Hauptstrasse 8-10, A-1040 ...

Authors:

by Gregory Ammar, Christian Mehl, Volker Mehrmann, Preprint Sfb, Gregory Ammar, Christian Mehl, Volker Mehrmann, Gregory Ammar, Christian Mehl, Volker Mehrmann , 1997
"... 1 Dedicated to Ludwig Elsner on the occasion of his sixtieth birthday We describe canonical forms for elements of a classical Lie group of matrices under similarity transformations in the group. Matrices in the associated Lie algebra and Jordan algebra of matrices inherit related forms under these s ..."
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1 Dedicated to Ludwig Elsner on the occasion of his sixtieth birthday We describe canonical forms for elements of a classical Lie group of matrices under similarity transformations in the group. Matrices in the associated Lie algebra and Jordan algebra of matrices inherit related forms under these similarity transforma-tions. In general, one cannot achieve diagonal or Schur form, but the form that can be achieved displays the eigenvalues of the matrix. We also discuss matrices in in-tersections of these classes and their Schur-like forms. Such multistructered matrices arise in applications from quantum physics and quantum chemistry. 1

Hermitian eigenvalue problem

by unknown authors
"... algorithms for the inde¯nite generalized ..."
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algorithms for the inde¯nite generalized

An Improved Threshold Ring Signature Scheme Based on Error Correcting Codes

by Pierre-louis Cayrel, Sidi Mohamed, El Yousfi Alaoui, Gerhrad Hoffmann, Pascal Véron
"... Abstract. The concept of threshold ring signature in code-based cryptography was introduced by Aguilar et al. in [1]. Their proposal uses Stern’s identification scheme as basis. In this paper we construct a novel threshold ring signature scheme built on the q-SD identification scheme recently propos ..."
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Abstract. The concept of threshold ring signature in code-based cryptography was introduced by Aguilar et al. in [1]. Their proposal uses Stern’s identification scheme as basis. In this paper we construct a novel threshold ring signature scheme built on the q-SD identification scheme recently proposed by Cayrel et al. in [14]. Our proposed scheme benefits of a performance gain as a result of the reduction in the soundness error from 2/3 for Stern’s scheme to 1/2 per round for the q-SD scheme. Our threshold ring signature scheme uses random linear codes over the field Fq, secure in the random oracle model and its security relies on the hardness of an error-correcting codes problem (namely the q-ary syndrome decoding problem). In this paper we also provide implementation results of the Aguilar et al. scheme and our proposal, this is the first efficient implementation of this type of code-based schemes.
Results 21 - 29 of 29
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