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Life science applications of computational intelligence for modelling
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Life science applications of computational intelligence for modelling in Ottawa, ON
By None
Current price: $48.99


By None
Life science applications of computational intelligence for modelling in Ottawa, ON
Current price: $48.99
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Can computers be intelligent? If yes! Then how to represent intelligence? The development of digital computers made possible the invention of human engineered systems that show intelligent behaviour. Now a days, the researchers are active with the studies applying computational intelligence (i.e. numerical methods for implementing an intelligent behaviour) to understand the complex and uncertain behaviour of real-world processes. Despite advancement in neuro/fuzzy modeling techniques, the field still lacks a mathematical framework for the design and analysis of intelligent systems to deal with the real-world problems considering the underlying uncertainties in a sensible way. This thesis presents a fuzzy rules based system for modeling the relationships between inputs and output data in the presence of uncertainties. The fuzzy system is designed by separating the uncertainties from the data using fuzzy filtering algorithms. A stochastic modeling of the uncertainties helps in designing the fuzzy system to approximate the uncertain relationships. The proposed fuzzy model offers the followings.
Can computers be intelligent? If yes! Then how to represent intelligence? The development of digital computers made possible the invention of human engineered systems that show intelligent behaviour. Now a days, the researchers are active with the studies applying computational intelligence (i.e. numerical methods for implementing an intelligent behaviour) to understand the complex and uncertain behaviour of real-world processes. Despite advancement in neuro/fuzzy modeling techniques, the field still lacks a mathematical framework for the design and analysis of intelligent systems to deal with the real-world problems considering the underlying uncertainties in a sensible way. This thesis presents a fuzzy rules based system for modeling the relationships between inputs and output data in the presence of uncertainties. The fuzzy system is designed by separating the uncertainties from the data using fuzzy filtering algorithms. A stochastic modeling of the uncertainties helps in designing the fuzzy system to approximate the uncertain relationships. The proposed fuzzy model offers the followings.

















