From Quantum Indeterminacy to Classical DeteAn Algebra of Collapse: Restrictions, Entropy and Predictability in Classical and Quantum Systemsrminism: The Role of Entropic Elements and Intentional Agents in Probability Manifestation

This paper develops a combinatorial formalism — termed the algebra of collapse — to describe how predictability emerges as restrictions progressively reduce the space of realizable states. Using analogies with a simplified cube system and with combinatorial lotteries, it is shown that entropy decreases monotonically as alignments are established, culminating in a single residual state. The concept is presented as a complement to earlier proposals of the Possibility-1 Element (EP1), extending the framework by providing explicit mathematical structure. This approach suggests that both classical and quantum domains can be treated under a unified lens, where collapse is understood as the progressive elimination of alternatives under environmental coherence.