This paper investigates observable signatures of informational physics, a framework in which distance, dynamics, and curvature arise from informational work, pressure gradients, and divergence patterns rather than geometric spacetime. Building on previous work on informational fields and informational geometry, we identify structural, dynamical, and statistical phenomena that could serve as empirical or synthetic indicators of informational behavior. These signatures are formulated without assuming a metric background and are applicable to computational universes, agent-based simulations, and relational physical models.
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Maurice Kley (2026) studied this question.
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