TFP on Measurement problem.

 In TFP, measurement isn't some magical collapse event—it’s a relational differentiation between flow states.

The fundamental field is F(x,t), a 1D temporal flow.

An observer, a measured object, and the environment are all composed of these flows.

A "measurement" occurs when sufficient contrast or incompatibility arises between overlapping segments of flow configurations (i.e. background + fluctuation comparisons).

Instead of collapse, TFP suggests that what we call a measurement is just a coarse-grained update in how flows become distinguishable due to local misalignment or interference. This avoids invoking anything external to physics (like consciousness or wavefunction postulates). There's no discontinuity—just nonlinear decoherence in temporal flow space.

On Quantum Gravity:

Gravity in TFP emerges from the collective structure of these flows. The metric, spacetime curvature, and even quantum fields emerge from statistical and dynamical properties of F(x,t) and its fluctuations δF.

At Planck scales, flow quantization replaces the need for a background spacetime.

Instead of trying to quantize gravity on top of spacetime, TFP says spacetime and gravity are both emergent from more fundamental causal flow relations.

This naturally leads to a theory that unifies quantum behavior and gravitational dynamics without having to reconcile them in an artificial framework.