Fractal sequences derived from the self-similar extensions of the Sierpinski gasket

The well known Sierpinski gasket has been generalised by the authors into the generalised Pascal-Sierpinski gaskets (GPSG) of orders (K, L), where both K and L are >or=2. It has been shown here that families of self-similar sequences can be derived from these extensions of the Sierpinski gasket when K=2 and L is a prime number.