Category Archives: Deparduex: The Bicameral Universe in a Nutshell

The Bicameral Universe and Laplace’s Equation: Two Works

Posted on February 3, 2007 by admin

A function psi which satisfies Laplace’s equation is said to be harmonic. A solution to Laplace’s equation has the property that the average value over a spherical surface is equal to the value at the center of the sphere (Gauss’s … Continue reading →

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Goedel metric

Posted on January 25, 2007 by admin

It is possible that the Goedel Universe may be a mathematically competent expression of my own (folk-image) notion of the dual-exhaust bicameral universe: The Goedel metric is an exact solution of the Einstein field equation in which the stress-energy tensor … Continue reading →

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