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The Geometry of Bitcoin: Superlinear Feedback and the Finite-Time Singularity Problem

Self-reinforcing feedback appears across disciplines, and where it is superlinear it produces not unbounded growth but a finite-time singularity. The classical treatment assumes a fixed feedback exponent: for dy/dx = k(1 + ym), a singularity occurs if and only if m > 1, at the di...

The Geometry of Bitcoin: Superlinear Feedback and the Finite-Time Singularity Problem

Self-reinforcing feedback appears across disciplines, and where it is superlinear it produces not unbounded growth but a finite-time singularity. The classical treatment assumes a fixed feedback exponent: for dy/dx = k(1 + ym), a singularity occurs if and only if m > 1, at the di...

The Geometry of Bitcoin: Superlinear Feedback and the Finite-Time Singularity Problem

Self-reinforcing feedback appears across disciplines, and where it is superlinear it produces not unbounded growth but a finite-time singularity. The classical treatment assumes a fixed feedback exponent: for dy/dx = k(1 + ym), a singularity occurs if and only if m > 1, at the di...