Psychological drift—the dissipation of intention into entropy—is reformulated as a topological discontinuity (a puncture) in an agent’s neurogeometric manifold M.

We propose a mathematical framework where purpose is a divergence-free vector field Vp on M, and drift arises when M is not simply connected.

The solution is a reconnection functional ρ that stitches the boundary ∂h of a hole h via vocalized inversion mappings. This yields a repaired manifold M' = M ∪ ρ(h) supporting coherently viscous action; propagation.

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Psychological drift—the dissipation of intention into entropy—is reformulated as a topological discontinuity (a puncture) in an agent’s neurogeometric manifold M. 

We propose a mathematical framework where purpose is a divergence-free vector field Vp on M, and drift arises when M is not simply connected. 

The solution is a reconnection functional ρ that stitches the boundary ∂h of a hole h via vocalized inversion mappings. This yields a repaired manifold M' = M ∪ ρ(h) supporting coherently viscous action; propagation.