Role of Itinerancy Among Attractors as Dynamical Map in Distributed Coding Scheme
A basic frame, based on which certain features of sensory stimuli can be extracted systematically in a distributed coding scheme, has not been clarified yet. This paper proposes that the basic frame can be a dynamical map represented by itinerancy among attractors. Features of entities are encoded b...
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| Published in: | Neural networks Vol. 10; no. 8; pp. 1375 - 1390 |
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| Main Authors: | , , , |
| Format: | Journal Article |
| Language: | English |
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Oxford
Elsevier Ltd
01.11.1997
Elsevier Science |
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| ISSN: | 0893-6080, 1879-2782, 1879-2782 |
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| Abstract | A basic frame, based on which certain features of sensory stimuli can be extracted systematically in a distributed coding scheme, has not been clarified yet. This paper proposes that the basic frame can be a dynamical map represented by itinerancy among attractors. Features of entities are encoded by attractors of neural networks. Relations between the features in each modality are mapped on dynamical links between the attractors in each network relevant to each modality. The itinerant states, in which the network dynamic state itinerates chaotically or cyclically among the attractors, can work as dynamical maps. The recognition of features is carried out by a phase transition from an itinerant state to a constituent attractor. The phase transition is induced by a short-term synaptic change based on the Hebbian rule under application of a relevant stimulation. A theta-like global oscillation is necessary for self-organized formation of the chaotically itinerant state. |
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| AbstractList | A basic frame, based on which certain features of sensory stimuli can be extracted systematically in a distributed coding scheme, has not been clarified yet. This paper proposes that the basic frame can be a dynamical map represented by itinerancy among attractors. Features of entities are encoded by attractors of neural networks. Relations between the features in each modality are mapped on dynamical links between the attractors in each network relevant to each modality. The itinerant states, in which the network dynamic state itinerates chaotically or cyclically among the attractors, can work as dynamical maps. The recognition of features is carried out by a phase transition from an itinerant state to a constituent attractor. The phase transition is induced by a short-term synaptic change based on the Hebbian rule under application of a relevant stimulation. A theta-like global oscillation is necessary for self-organized formation of the chaotically itinerant state. A basic frame, based on which certain features of sensory stimuli can be extracted systematically in a distributed coding scheme, has not been clarified yet. This paper proposes that the basic frame can be a dynamical map represented by itinerancy among attractors. Features of entities are encoded by attractors of neural networks. Relations between the features in each modality are mapped on dynamical links between the attractors in each network relevant to each modality. The itinerant states, in which the network dynamic state itinerates chaotically or cyclically among the attractors, can work as dynamical maps. The recognition of features is carried out by a phase transition from an itinerant state to a constituent attractor. The phase transition is induced by a short-term synaptic change based on the Hebbian rule under application of a relevant stimulation. A theta-like global oscillation is necessary for self-organized formation of the chaotically itinerant state.A basic frame, based on which certain features of sensory stimuli can be extracted systematically in a distributed coding scheme, has not been clarified yet. This paper proposes that the basic frame can be a dynamical map represented by itinerancy among attractors. Features of entities are encoded by attractors of neural networks. Relations between the features in each modality are mapped on dynamical links between the attractors in each network relevant to each modality. The itinerant states, in which the network dynamic state itinerates chaotically or cyclically among the attractors, can work as dynamical maps. The recognition of features is carried out by a phase transition from an itinerant state to a constituent attractor. The phase transition is induced by a short-term synaptic change based on the Hebbian rule under application of a relevant stimulation. A theta-like global oscillation is necessary for self-organized formation of the chaotically itinerant state. |
| Author | Kambara, Takeshi Usuba, Noriaki Kashimori, Yoshiki Hoshino, Osamu |
| Author_xml | – sequence: 1 givenname: Osamu surname: Hoshino fullname: Hoshino, Osamu organization: Department of Information Network Science, The University of Electro-CommunicationsTokyoJapan – sequence: 2 givenname: Noriaki surname: Usuba fullname: Usuba, Noriaki organization: Department of Applied Physics and Chemistry, The University of Electro-CommunicationsTokyoJapan – sequence: 3 givenname: Yoshiki surname: Kashimori fullname: Kashimori, Yoshiki organization: Department of Applied Physics and Chemistry, The University of Electro-CommunicationsTokyoJapan – sequence: 4 givenname: Takeshi surname: Kambara fullname: Kambara, Takeshi organization: Department of Information Network Science, The University of Electro-CommunicationsTokyoJapan |
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| Keywords | Distributed coding Chaotic itinerancy Dynamical map Memorization under theta rhythm Short-term synaptic change Phase transition Self organization Dynamic characteristic Coding Information processing Chaotic attractor Information extraction Neural network Phase transitions Recognition |
| Language | English |
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