The Time Travel Energy Equation

Below is a photograph of the original chalk and blackboard derivation of the now infamous Time Travel Energy Equation. This equation determines the maximum possible energy that one can squeeze out of a rotating Black Hole. It is an expansion of Einstein's E=mc^2.

Points to note:
r in the integral is the Schwartzchild radius of the black hole,
The S_i are elements of the 11x11 dimensional super-string tensor. These elements incorporate the factor of c^2.

The Hawking Hamiltonian is an extension of the Newtonian Hamiltonian H_N multiplied by the product of the rotating vector mass M_R and the angular velocity w, which of course defines the vector angular momentum of the black hole.

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