Sivakumar Reddy, B and Balakrishna, R. and Anandan, R. Ceaseless Rule-Based Learning Methodology for Genetic Fuzzy Rule-Based Systems. Ceaseless Rule-Based Learning Methodology for Genetic Fuzzy Rule-Based Systems.
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Genetic learning forms supporting the ceaseless rule learning (CRL) approach are described by taking care of the preparation issue in a few stages. As a result, they comprises of minimum, two stages: an age procedure, that builds up an essential arrangement of fluffy principles speaking to the information existing inside the informational collection, and a post-preparing process, with the capacity of refining the past standard set in order to dispose of the excess guidelines that developed during the age stage and to pick those fluffy principles that collaborate in an ideal way. Genetic Fuzzy Rule-Based Systems (GFRBSs) fortifying the CRL approach are normally called multi-stage Genetic Fuzzy Rule-Based Systems. The multi-stage structure might be an immediate result of the path during which GFRBSs bolstered the CRL approach settle the Chance Constrained Programming (CCP). These kind of frameworks endeavor to comprehend the CCP through a way that blends the advantages of the Pittusburg and Michigan approach [14]. The objective of the CRL approach is proportional back the component of the pursuit space by encoding singular standards in chromosome like in Michigan approach, however the assessment conspire take the participation of rules viable like in Pitt approach. The generation process forces competition between fuzzy rules, as in genetic learning processes grounded on the Michigan approach, to get a fuzzy rule set composed of the simplest possible fuzzy rules. To do so, a fuzzy rule generating method is run several times by an ceaseless covering method that wraps it and analyses the covering that the consecutively rules learnt cause within the training data set. Hence, the cooperation among the fuzzy rules generated within the different runs is merely briefly addressed by means of a rule penalty criterion. The later post-processing stage forces cooperation between the fuzzy rules generated in generation
Item Type: | Article |
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Subjects: | Mathematics > Group Theory |
Divisions: | Mathematics |
Depositing User: | Mr IR Admin |
Date Deposited: | 06 Oct 2024 08:20 |
Last Modified: | 06 Oct 2024 08:20 |
URI: | https://ir.vistas.ac.in/id/eprint/8925 |