Fact Production as Relational-Readiness Selection in a Finite-Capacity Commitment Contest
The previous paper in this programme, Measurement as Commitment, proposed a simple but far-reaching idea: the quantum measurement problem may not be a problem about measurement at all. Instead, measurement was identified with commitment — the physical event in which one possibility becomes a fact. If that identification is correct, there is no separate mystery of wavefunction collapse. The question becomes the same one the framework already needed to answer elsewhere:
How does a possibility become a fact?
That paper deliberately stopped where the real difficulty begins. It argued that measurement could be understood as commitment, but it openly identified two questions it could not yet answer. First, what physical condition selects one admissible possibility rather than another? Second, why should that selection reproduce the precise probabilities observed in quantum mechanics?
This new paper takes a step directly into those open questions.
Its central proposal is that commitment should not be viewed as a mysterious instantaneous event. Instead, admissible possibilities compete for realization. Not in the sense of particles racing through time, but in the deeper sense that some possibilities are more strongly supported by the relational structure of reality itself. The paper calls this support relational readiness. A possibility is not selected because it is moving faster. It is selected because it is more strongly reinforced by the network of distinctions and correlations that already exist.
A key insight is that the usual language of “rates” may be misleading. Rates require time, but the VERSF framework treats time as something that emerges from committed facts. The paper therefore replaces the idea of a race through time with a contest of relational support. The primitive question becomes not “which possibility arrives first?” but “which possibility is most strongly supported?” Once enough commitments have accumulated, the familiar language of rates and probabilities reappears as a higher-level description of that deeper process.
The paper also introduces an important distinction between possibilities and facts. Before commitment, unsuccessful possibilities leave no lasting trace. After commitment, the selected possibility becomes a persistent record that contributes to history, memory, and the flow of time itself. In a single sentence:
Unresolved possibilities carry no memory. Committed facts become memory.
The work does not claim to solve the measurement problem completely. Instead, it reduces a large and complicated mystery to a small number of sharply identified questions. Why should possibilities be selected according to their share of relational support? Why should unsuccessful possibilities leave no trace? And why does relational support take the quadratic form observed in quantum mechanics? The paper argues that once those questions are answered, much of the remaining structure of measurement, probability, record formation, and even temporal order follows naturally.
In that sense, the paper represents a narrowing rather than a final closure. Measurement as Commitment argued that measurement is the creation of a fact. The Commitment Criterion asks the next question:
What determines which fact gets created?
The answer proposed here is both simple and surprising. Reality may not be selecting outcomes because they happen first. It may be selecting them because they are the most strongly supported possibilities available.