In this paper we present a clustering technique for fuzzy rules based on Hilbert Space-filling Curves (SFC). SFC scans an n-dimensional space and reduces it to a curve, i.e. a one-dimensional line. The paper introduces first the Hilber Space-filling curves, and outlines algorithms for clustering and adaptive clustering which demonstrate the SFC efficient self-organizing features. We then propose a SFC fuzzy inference model based on clustering the object space. The SFC fuzzy model is then used to design a fuzzy controller. The proposed method achieves a dramatic reduction of the complexity of fuzzy controller by reducing the multivariable fuzzification problem to a one dimentional space
A map has to be designed to show the directions and the objects present in a specific area. So, it i...
A fuzzy system entirely characterizes one region of the input-output product space S=U×Vthrough a ...
In this paper, a new level-based (hierarchical) approach to the fuzzy clustering problem for spatial...
In this paper we present a clustering technique for fuzzy rules based on Hilbert Space-filling Curve...
We present a clustering technique for fuzzy rules based on Hilbert space-filling curves (SFC). SFC s...
A space-filling curve (SFC) is a way of mapping a multi-dimensional space into a one-dimensional spa...
In fuzzy control, there is a large amount of parameters involved in the system design. Due to their ...
Abstract: Fuzzy rules have a simple structure within a multidimensional vector space and they are pr...
The Fuzzy ARTMAP algorithm has been proven to be one of the premier neural network architectures for...
Abstract: Some data sets contain data clusters not in all dimension, but in subspaces. Known algo-ri...
Several schemes for linear mapping of multidimensional space have been proposed for many application...
Abstract — Design of fuzzy controller depends mainly on rule base and to derive the desired and smal...
A simple general method for constructing space-filling curves is presented, based on the use of tabl...
Several schemes for linear mapping of a multidimensional space have been proposed for various applic...
One of the properties of FAM, which can be both an asset and a liability, is its capacity to produce...
A map has to be designed to show the directions and the objects present in a specific area. So, it i...
A fuzzy system entirely characterizes one region of the input-output product space S=U×Vthrough a ...
In this paper, a new level-based (hierarchical) approach to the fuzzy clustering problem for spatial...
In this paper we present a clustering technique for fuzzy rules based on Hilbert Space-filling Curve...
We present a clustering technique for fuzzy rules based on Hilbert space-filling curves (SFC). SFC s...
A space-filling curve (SFC) is a way of mapping a multi-dimensional space into a one-dimensional spa...
In fuzzy control, there is a large amount of parameters involved in the system design. Due to their ...
Abstract: Fuzzy rules have a simple structure within a multidimensional vector space and they are pr...
The Fuzzy ARTMAP algorithm has been proven to be one of the premier neural network architectures for...
Abstract: Some data sets contain data clusters not in all dimension, but in subspaces. Known algo-ri...
Several schemes for linear mapping of multidimensional space have been proposed for many application...
Abstract — Design of fuzzy controller depends mainly on rule base and to derive the desired and smal...
A simple general method for constructing space-filling curves is presented, based on the use of tabl...
Several schemes for linear mapping of a multidimensional space have been proposed for various applic...
One of the properties of FAM, which can be both an asset and a liability, is its capacity to produce...
A map has to be designed to show the directions and the objects present in a specific area. So, it i...
A fuzzy system entirely characterizes one region of the input-output product space S=U×Vthrough a ...
In this paper, a new level-based (hierarchical) approach to the fuzzy clustering problem for spatial...