2014
DOI: 10.1016/j.neunet.2014.07.011
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Unsupervised learnable neuron model with nonlinear interaction on dendrites

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Cited by 87 publications
(39 citation statements)
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“…The distinct characteristic of SDNM is that the sense of locality of dendrites can be represented and manipulated. For a specific given task, SDNM is able to identify what type of synapse (excitatory or inhibitory) is needed, where the synapse should be located, which branch of the dendrite is needed, and which one is not needed [42], [43]. This is realized by modeling the synaptic nonlinearity with a sigmoid function, and thus enabling the single neuron to be capable of computing linearly non-separable functions and approximating any complex continuous function [44], [45].…”
Section: Copyright C 2017 the Institute Of Electronics Information Amentioning
confidence: 99%
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“…The distinct characteristic of SDNM is that the sense of locality of dendrites can be represented and manipulated. For a specific given task, SDNM is able to identify what type of synapse (excitatory or inhibitory) is needed, where the synapse should be located, which branch of the dendrite is needed, and which one is not needed [42], [43]. This is realized by modeling the synaptic nonlinearity with a sigmoid function, and thus enabling the single neuron to be capable of computing linearly non-separable functions and approximating any complex continuous function [44], [45].…”
Section: Copyright C 2017 the Institute Of Electronics Information Amentioning
confidence: 99%
“…By taking the nonlinearity of synapses into consideration, a single dendritic neuron model (SDNM) has been proposed in our previous researches [42], [44], [45]. In [42], an unsupervised learning method was proposed for SDNM to learn two-dimensional eight-directionally selective problems.…”
Section: Single Dendritic Neuron Modelmentioning
confidence: 99%
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“…Without loss of generality, an assumption is used that there are nonlinear interactions among all of the inputs; thus, all of the inputs connect to all of the branches initially, and the ripened number of dendritic branches together with the locations and types of synapses on the dendritic branches are totally unknown and are synthesized through learning. This neuron model is successfully trained to learn the directionally selective problem and the depth rotation problem [51]- [57]. However, to simplify the computation, the authors have proposed to use simple multiplication and addition in place of the logical AND and OR to improve the algorithm [40].…”
Section: Neuron Model With Dendritic Nonlinearitymentioning
confidence: 99%