Polynomials and Power Series on the Sierpinsky Gasket


There is a laplacian defined for functions whos domain is the Sierpinski Gasket (SG) and whos range is the real numbers. There is as a definition for a normal derivative and tangential derivative. Using these notions we were able to construct analogs of polynomials and power series on SG. This web page has the programs we used to generate these functions and other related data. It also contains information pertaining to the theory of what we did.



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