philosophicalNote
plain-language theorem explainer
This definition supplies a concise remark on the practical limits of Zeno suppression arising from finite measurement duration in Recognition Science. Quantum measurement theorists would cite it when contrasting ideal infinite-frequency freeze with laboratory constraints. The entry is a direct string literal assignment requiring no lemmas or reductions.
Claim. Real measurements occupy finite time, so perfect Zeno freeze is unattainable, yet substantial suppression of state transitions remains achievable and useful.
background
The module QF-010 derives the quantum Zeno effect from ledger actualization: each measurement commits a ledger entry that resets the system, while evolution between measurements remains probabilistic with transition probability $P(t) = sin^2(Ωt/2)$. Frequent actualization drives the final probability to zero as the number of measurements $N$ tends to infinity. Upstream results establish collision-free ledger structures and algebraic tautologies that keep the underlying simplicial ledger consistent.
proof idea
One-line definition that directly assigns the fixed string literal summarizing finite-time constraints on Zeno suppression.
why it matters
The note anchors the Zeno-effect derivation inside the Recognition Science ledger framework by marking the boundary between ideal limits and physical realizability. It supports the falsification criteria listed in the module documentation for the QZE claim and aligns with the eight-tick octave structure that governs actualization timing.
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