Advancing Systems through Turin and Bf(x)- by Seung Bum KIm (c)opyright 2013

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In order to produce evolutionary developments in computer technology one must open up vetrice spaces so the system is not enclosed preventing such evolutionary growth..and new matrix sets must be introduced where f(x) = -(1)^n det(A = xl) in which this can be used as characteristic polynomials of A..in which matrix combinations that are characteristic through m * n and n * m data interpretation can be used by co-efficient calcuations both diagonal where V = S1 + Sr +...S in which silicon Gel through a conseratory chamber can cause upgrowth by defaulting to new structures based on expansion requirements where the limits e require boundary functions in which in order to perform higher calculation one needs a larger boundary and this can generate autonomically in which the next obvious challenge is to produce living technology through this in which Turin's method would be valuable in making associated superstrings identifiable as knowledge.

Advancing Systems through Turin and Bf(x)- by Seung Bum KIm (c)opyright 2013