Mathematical modeling of singularities in integrated consciousness using the ten dimensional conformal mapping in the complex plane
India Daily Technology Team
Jun. 13, 2007

Engineers and scientists use conformal mapping to solve complex technical problems. Conformal mapping is a special technique in complex mathematical analysis. The two dimensional problems involving boundary value conditions are converted back into single dimension problems. That makes it easy to solve the complex partial differential equations analytically. That is a common practice among engineers and scientists.

Scientists all around the world are now using the same techniques in much more sophisticated way to model integrated consciousness. The integrated consciousness involves ten spatial dimensions as specified by the superstring theory. We can only feel three and the rest seven are completely hidden from us. Conformal mapping using complex computer algorithms allow numerical modeling of singularities in the integrated consciousness. That is a way to access higher dimension. The higher dimensions are imaginary for us. The conformal mapping is obviously very complex. In traditional conformal mapping we deal with one real axis and one imaginary axis. In conformal mapping of integrated consciousness, we deal with three real axes and seven imaginary axes.

Mathematical modeling of singularities in integrated consciousness using the ten dimensional conformal mapping in the complex plane
India Daily Technology Team
In traditional conformal mapping we deal with one real axis and one imaginary axis. In conformal mapping of integrated consciousness, we deal with three real axes and seven imaginary axes.
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