Research experience
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Jan 2013–
presentResearch: University of Freiburg
Universität Freiburg · Department of Computer Science · Machine Learning LabGermany · Freiburg -
Apr 2011–
Dec 2012Research: Osaka University
Osaka University · Department of Adaptive Machine Systems · Asada LabJapan · Ōsaka-shi
Other
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LanguagesGerman, English, Japanese
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Scientific MembershipsIEEE CIS, IEEE RAS
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Journal RefereesIEEE Transactions on Autonomous Mental Development, ALife, Neurocomputing, Robotics and Autonomous Systems, IEEE Robotics and Automation Magazine, IEEE SMC A, Neurocomputing, IEEE Transactions on Systems Man and Cybernetics, Man, IEEE Transactions on Systems Man and Cybernetics Part B (Cybernetics), IEEE Transactions on Autonomous Mental Development, IEEE Robotics & amp amp Automation Magazine, Robotics and Autonomous Systems, Artificial Life
Questions and Answers (1) View all
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Answer added in Computational Neurobiology12 What metrics exist for quantifying the amount of "information" in dynamic distributed networks, both theoretically and as applied to neural networks?By Gabriel Silva · University of California, San DiegoJoschka Boedecker · Universität FreiburgMy colleague Joe Lizier [1] proposed an information-theoretic framework to quantify "the local information dynamics of distributed computation in comp... [more]My colleague Joe Lizier [1] proposed an information-theoretic framework to quantify "the local information dynamics of distributed computation in complex systems" in his PhD thesis of the same title [2]. It allows to quantify components of intrinsic computation in complex systems that support generic (not necessarily task-related) computation, such as information storage, information transfer (building on Schreiber's Transfer Entropy [3]), and information modification as e.g. proposed by Langton [4] or Mitchell [5]. Joe's framework has been used to analyze information dynamics in Cellular Automata [6], Random Boolean Networks [7], bird swarms [8], and certain input-driven recurrent neural networks (called Echo State Networks) [9], among others. It has also been used in a neuroscience context, e.g. in [10]. The use of Transfer Entropy in Neuroscience is described in [11]. However, when dealing with input-driven systems, where the input might have statistical structure of its own that can obfuscate results of the system itself, some of these measures might have to be adjusted accordingly (see e.g. our proposal for information storage at [12]). The Partial Information Decomposition of Williams and Beer [13, 14] is another recent information-theoretic framework that can be used to quantify the information dynamics of complex systems. Hope this is helpful. Best, Joschka [1] http://lizier.me/joseph/ [2] J.T. Lizier, "The local information dynamics of distributed computation in complex systems", The University of Sydney, 2010. [3] T. Schreiber, "Measuring Information Transfer", Phys. Rev. Lett. 85(2), 461–464, 2000. doi: 10.1103/PhysRevLett.85.461 [4] Langton CG (1990) Computation at the edge of chaos: phase transitions and emergent computation. Physica D 42(1-3):12–37. [5] Mitchell M, Hraber PT, Crutchfield JP (1993) Revisiting the edge of chaos: evolving cellular automata to perform computations. Complex Syst 7:89–130. [6] J.T. Lizier, M. Prokopenko and A.Y. Zomaya, "Detecting non-trivial computation in complex dynamics", in Proc. European Conference on Artificial Life (ECAL '07), Lisbon, Portugal, September 2007. Published in Lecture Notes in Artificial Intelligence, Vol. 4648, Springer, Berlin/Heidelberg, 2007, pp. 895-904. (Available at Springer, doi: 10.1007/978-3-540-74913-4_90) [7] J.T. Lizier, M. Prokopenko and A.Y. Zomaya, "The Information Dynamics of Phase Transitions in Random Boolean Networks", in Proc. Eleventh International Conference on the Simulation and Synthesis of Living Systems (ALife XI), Winchester, UK, August 2008. Published by MIT Press, Cambridge, MA, USA, 2008, pp. 374-381. [8] X.R. Wang, J.M. Miller, J.T. Lizier, M. Prokopenko and L.F. Rossi, "Quantifying and Tracing Information Cascades in Swarms", PLoS ONE, vol. 7, no. 7, e40084, 2012; doi: 10.1371/journal.pone.0040084. [9] J. Boedecker, O. Obst, J.T. Lizier, N.M. Mayer, M. Asada, "Information processing in echo state networks at the edge of chaos", Theory in Biosciences special issue on Guided self-organization, vol. 131, no. 3, pp. 205-213, 2012. doi10.1007/s12064-011-0146-8. [10] J.T. Lizier, J. Heinzle, A. Horstmann, J.-D. Haynes, M. Prokopenko, "Multivariate information-theoretic measures reveal directed information structure and task relevant changes in fMRI connectivity", Journal of Computational Neuroscience (in Special issue on "Methods of Information Theory in Neuroscience Research"), vol. 30, pp. 85-107, 2011; doi: 10.1007/s10827-010-0271-2. [11] R. Vicente, M. Wibral, M. Lindner, G. Pipa, "Transfer entropy—a model-free measure of effective connectivity for the neurosciences", Journal of Computational Neuroscience, Volume 30, Issue 1, pp 45-67, 2011. [12] O. Obst, J. Boedecker, B. Schmidt, M. Asada, "On active information storage in input-driven systems", http://arxiv.org/abs/1303.5526v1, 2013. [13] P. L. Williams and R. D. Beer, "Nonnegative Decomposition of Multivariate Information", http://arxiv.org/abs/1004.2515, 2010. [14] B. Flecker, W. Alford, J. M. Beggs, P. L. Williams, and R. D. Beer, "Partial information decomposition as a spatiotemporal filter", Chaos 21, 037104 (2011); http://dx.doi.org/10.1063/1.3638449Following
Publications (14) View all
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Conference Proceeding: Real-Time Inverse Dynamics Learning for Musculoskeletal Robots based on Echo State Gaussian Process Regression
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ABSTRACT: A challenging topic in articulated robots is the control of redundantly many degrees of freedom with artificial muscles. Actuation with these devices is difficult to solve because of nonlinearities, delays and unknown parameters such as fric- tion. Machine learning methods can be used to learn control of these systems, but are faced with the additional problem that the size of the search space prohibits full exploration in reasonable time. We propose a novel method that is able to learn control of redundant robot arms with artificial muscles online from scratch using only the position of the end effector, without using any joint positions, accelerations or an analytical model of the system or the environment. To learn in real time, we use the so called online “goal babbling” method to effectively reduce the search space, a recurrent neural network to represent the state of the robot arm, and novel online Gaussian processes for regression. With our approach, we achieve good performance on trajectory tracking tasks for the end effector of two very challenging systems: a simulated 6 DOF redundant arm with artificial muscles, and a 7 DOF robot arm with McKibben pneumatic artificial muscles. We also show that the combination of techniques we propose results in significantly improved performance over using the individual techniques alone. Online at: http://www.roboticsproceedings.org/rss08/p15.html See also: https://sites.google.com/site/ridlesgp/ Code available at: http://www.christophartmann.de/researchProceedings of Robotics: Science and Systems, Sydney; 07/2012 -
SourceAvailable from: Joschka Boedecker
Article: Information processing in echo state networks at the edge of chaos.
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ABSTRACT: We investigate information processing in randomly connected recurrent neural networks. It has been shown previously that the computational capabilities of these networks are maximized when the recurrent layer is close to the border between a stable and an unstable dynamics regime, the so called edge of chaos. The reasons, however, for this maximized performance are not completely understood. We adopt an information-theoretical framework and are for the first time able to quantify the computational capabilities between elements of these networks directly as they undergo the phase transition to chaos. Specifically, we present evidence that both information transfer and storage in the recurrent layer are maximized close to this phase transition, providing an explanation for why guiding the recurrent layer toward the edge of chaos is computationally useful. As a consequence, our study suggests self-organized ways of improving performance in recurrent neural networks, driven by input data. Moreover, the networks we study share important features with biological systems such as feedback connections and online computation on input streams. A key example is the cerebral cortex, which was shown to also operate close to the edge of chaos. Consequently, the behavior of model systems as studied here is likely to shed light on reasons why biological systems are tuned into this specific regime.Theory in Biosciences 12/2011; 131(3):205-13. · 0.98 Impact Factor -
SourceAvailable from: Joschka Boedecker
Conference Proceeding: Between Frustration and Elation: Sense of Control Regulates the lntrinsic Motivation for Motor Learning.
Lifelong Learning, Papers from the 2011 AAAI Workshop, San Francisco, California, USA, August 7, 2011; 01/2011 -
SourceAvailable from: Joschka Boedecker
Conference Proceeding: Improving Recurrent Neural Network Performance Using Transfer Entropy.
Oliver Obst, Joschka Boedecker, Minoru AsadaNeural Information Processing. Models and Applications - 17th International Conference, ICONIP 2010, Sydney, Australia, November 22-25, 2010, Proceedings, Part II; 01/2010 -
SourceAvailable from: Joschka Boedecker
Article: Initialization and self-organized optimization of recurrent neural network connectivity.
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ABSTRACT: Reservoir computing (RC) is a recent paradigm in the field of recurrent neural networks. Networks in RC have a sparsely and randomly connected fixed hidden layer, and only output connections are trained. RC networks have recently received increased attention as a mathematical model for generic neural microcircuits to investigate and explain computations in neocortical columns. Applied to specific tasks, their fixed random connectivity, however, leads to significant variation in performance. Few problem-specific optimization procedures are known, which would be important for engineering applications, but also in order to understand how networks in biology are shaped to be optimally adapted to requirements of their environment. We study a general network initialization method using permutation matrices and derive a new unsupervised learning rule based on intrinsic plasticity (IP). The IP-based learning uses only local learning, and its aim is to improve network performance in a self-organized way. Using three different benchmarks, we show that networks with permutation matrices for the reservoir connectivity have much more persistent memory than the other methods but are also able to perform highly nonlinear mappings. We also show that IP-based on sigmoid transfer functions is limited concerning the output distributions that can be achieved.HFSP journal. 10/2009; 3(5):340-9.