Otaviano Lucas Duarte Santos

Frustration and holonomy in sheaves of qualia structures: quantitative local-to-global principles for phenomenal unity

In [1] we introduced the frustration f(S)f(S) of a sheaf of pseudometric spaces — the least consistency radius (in the sense of Robinson [3, 4]) achievable by any assignment — and proved metric local-to-global principles: holonomy displacement bounds, exact values on cycles, and rectification on acyclic covers. Prompte...