Lecture 5. Mc, self-
- rganization of behaviors
and adaptive morphologies
Fabio Bonsignorio The BioRobotics Institute, SSSA, Pisa, Italy and Heron Robots
Lecture 5. Mc, self- organization of behaviors and adaptive - - PowerPoint PPT Presentation
Lecture 5. Mc, self- organization of behaviors and adaptive morphologies Fabio Bonsignorio The BioRobotics Institute, SSSA, Pisa, Italy and Heron Robots Older and newer attempts Juanelo Torriano alias Gianello della Torre, (XVI century) a
Fabio Bonsignorio The BioRobotics Institute, SSSA, Pisa, Italy and Heron Robots
Juanelo Torriano alias Gianello della Torre, (XVI century) a craftsman from Cremona, built for Emperor Charles V a mechanical young lady who was able to walk and play music by picking the strings
Hiroshi Ishiguro, early XXI century Director of the Intelligent Robotics Laboratory, part of the Department of Adaptive Machine Systems at Osaka University, Japan
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Principle 1: Three-constituents principle Principle 2: Complete-agent principle Principle 3: Parallel, loosely coupled processes Principle 4: Sensory-motor coordination/ information self-structuring Principle 5: Cheap design Principle 6: Redundancy Principle 7: Ecological balance Principle 8: Value
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Experiments: Giorgio Metta and Paul Fitzpatrick Illustrations by Shun Iwasawa
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perception - modeling - planning - acting sense-model-plan-act sense-think-act
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coordination
neighboring legs
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neural connections
coordination
neighboring legs
interaction with environment
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neural connections
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Reflexes:
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Reflexes:
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Design and construction: Fumiya Iida, AI Lab, UZH and ETH-Z
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actuated:
springs passive
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Design and construction: Ruina, Wisse, Collins: Cornell University Ithaca, New York 38
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design and construction: Andy Ruina Cornell University exploitation of passive dynamics
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conception et construction: Andy Ruina Cornell University 65km with one battery charge!
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conception et construction: Andy Ruina Cornell University 65km with one battery charge!
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44 Pfeifer et al.,Science, 2007
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Directed acyclic graphs representing a control process. (Upper left) Full control system with a sensor and an
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Relation (I) links the complexity ('the length') of the control program of a physical element to the state available in closed loop and the non controlled condition. This show the benefits of designing stuctures whose 'basin
phase space.
(I)
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closed
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Relations (II) links the mutual information between the controlled variable and the controller to the information stored in the elements, the mutual information between them and the information stored in the network and accounts for the redundancies through the multi information term ΔI.
(II)
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53 see: Tanev et. al, IEEE TRO, 2005
54 see: Bonsignorio, Artificial Life, 2013
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