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How the dimension of some GCF epsilon, sets change with proper choice of the parameter function epsilon(k)GCF epsilon expansionParameter functions epsilon(k)Hausdorff dimensionFor a parameter function epsilon(k) satisfying the condition epsilon(k) k + 1 > 0, let x = [k(1)(x), k(2)(x)...
For a parameter function ( k ) satisfying the condition ( k ) + k + 1 > 0 , let x = denote the GCF expansion of x. In this paper, we consider the fractional set as E ( a , b ) = x ∈ ( 0 , 1 ) : k n ( x ) ≥ a b n for infinitely many n ∈ N and obtain ...