Source Code: the balance of persistence - Roberts, Thad
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The minimal self-balanced manifold (the hyperbolic figure eight knot) defines the minimum possible persistent stage. The boundary conditions of that geometric stage define the Planck constants. The 2 external expressions of that balance (its charge and mass boundaries) connect via the hyperbolic vortex equation. The 17 possible tessellations of that connection define the charge and mass values of all the fundamental particles of matter. And the uniquely balanced partitions within that stage define the constants of Nature.

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The minimal self-balanced manifold (the hyperbolic figure eight knot) defines the minimum possible persistent stage. The boundary conditions of that geometric stage define the Planck constants. The 2 external expressions of that balance (its charge and mass boundaries) connect via the hyperbolic vortex equation. The 17 possible tessellations of that connection define the charge and mass values of all the fundamental particles of matter. And the uniquely balanced partitions within that stage define the constants of Nature.
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