We derive the Maxwell equations in free space by the method of exterior algebra.
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Here we develop a theory of Quaternion Space-Time and show its relation to Special Relativity, General Relativity and quantum wave equations.
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Here we consider the evolution of the Universe with respect to the cosmological equations and the impact of the Cosmic Background Radiation (CBR) on the interpretation of those equations.
What are Black Holes exactly? Here we look at the original formulation by Karl Schwarzschild of the spherically symmetric solution of the equations of General Relativity and examine its interpretation and misinterpretation. In the case of the Kerr metric we show the existence, under certain conditions, of negative gravity near the axis of the spinning gravitational body.
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Here we examine galaxy rotation and using a reasonable set of assumptions show there is no need to invoke 'dark matter'.
Image Source: NASA