2009 IEEE International Conference on
Systems, Man, and Cybernetics |
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Abstract
Based on the present theories of operators, this paper give a new result on the weakening buffer operator.f is a monotonously increasing function, g is its inverse function. If d is a weakening buffer operator ,and x(k)d is made of x(k),x(k+1),...x(n); k=1,2,...n. If we substitute x(k) by f(x(k)),k=1,2,...n . The new result is m=[f(x(k))]d. If g(m) =e, then e is also a weakening buffer operator.