Having established that causation is emergent from relational dependencies, and that explanations are retrospective narratives over these networks, we arrive at a crucial insight: the classical distinction between cause and law is itself a cognitive convenience, not an ontological fact.
Classical Assumptions
Traditionally, physics and philosophy present:
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Laws: Prescriptive, eternal rules governing events
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Causes: Localised triggers that bring about effects
This framework implies a hierarchy: laws dictate events; causes transmit them. But within a relational ontology, this hierarchy is unnecessary — and misleading.
Events and Laws as Co-Emergent
From a relational perspective:
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Events occur where compatibility and minimal-cost re-cutting allow
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Laws are summaries of these regularities, abstractions over observed sequences
In other words, laws do not dictate events; they emerge from the patterning of events. Conversely, events are intelligible because the architecture produces recurring patterns, which we then recognise as laws.
Example: Planetary Motion
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Newton’s laws describe the orbits of planets.
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But the planets do not obey the law; they traverse paths determined by mass distribution and relational constraints (as discussed in the gravity series).
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The law is a retrospective summary of the patterns of low-cost re-cutting within that architecture.
Thus:
Law and event are two sides of the same relational coin.
Why This Matters
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Removes metaphysical prescriptivism: Laws are descriptive, not dictatorial.
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Unifies explanation: No need for separate categories of “force” or “trigger”; both are emergent from constraints.
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Prepares the ground for patterns without pushers: Once we see law and event as co-emergent, sequences of change are intelligible without invoking agents or hidden forces.
Visualising the Collapse
Imagine a dependency network:
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Events: actualisations at nodes
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Patterns of repeatable sequences: what we call laws
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No hierarchy: the network contains constraints, not prescriptive rules
The law is simply the map we overlay on the network to summarise its regularities.
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