Author

Sergey Aleksandrovich Mazein

0 works0 citations

Recent research

  • Physics & SpaceOpen access

    Generative Geometry of Closure: Recursive Generation of Dimension from Operational Primitives

    This paper proposes a programme of generative geometry of closure, in which space, dimension, line, and surface are not assumed as a priori entities but reconstructed as stable configurations of distinction, neighborhood, traversal, and closure operations. Its point of departure...

    Zenodo (CERN European Organization for Nuclear Research)2026-08-180 citationsDOI
  • AI & ComputingOpen access

    Generative Analysis I

    This work opens the analytical block of the generative programme. If topology answers the question where an object exists, and algebra answers how it interacts, analysis answers the question how it becomes: how a trajectory in the generated space M(ε, δ) stabilizes, accumulates,...

    Zenodo (CERN European Organization for Nuclear Research)2026-08-180 citationsDOI
  • AI & ComputingOpen access

    Generative Geometry: From Operational Set Theory to Emergent Space

    We develop generative geometry, a formal framework in which space, metrics, and invariants are not postulated but emerge from the operational primitives of Operational Set Theory (OST) and a single ontological axiom of non-annihilable change. In Part I, we construct an ontologica...

    Zenodo (CERN European Organization for Nuclear Research)2026-08-020 citationsDOI
  • AI & ComputingOpen access

    Generative Geometry: From Operational Set Theory to Emergent Space

    We develop generative geometry, a formal framework in which space, metrics, and invariants are not postulated but emerge from the operational primitives of Operational Set Theory (OST) and a single ontological axiom of non-annihilable change. In Part I, we construct an ontologica...

    Zenodo (CERN European Organization for Nuclear Research)2026-08-020 citationsDOI
  • AI & ComputingOpen access

    Combinatorial Ontology: Young Diagrams and Multinomial Weights in Operational Set Theory

    Operational Set Theory (OST) derives the existence of a first-rank object as the empirical fact that its weight 𝜇 exceeds a significance threshold 𝜃 relative to a system of features 𝑃 . This, however, leaves open the level-transition problem: under what conditions does a stream o...

    Zenodo (CERN European Organization for Nuclear Research)2026-08-020 citationsDOI
  • AI & ComputingOpen access

    Combinatorial Ontology: Young Diagrams and Multinomial Weights in Operational Set Theory

    Operational Set Theory (OST) derives the existence of a first-rank object as the empirical fact that its weight 𝜇 exceeds a significance threshold 𝜃 relative to a system of features 𝑃 . This, however, leaves open the level-transition problem: under what conditions does a stream o...

    Zenodo (CERN European Organization for Nuclear Research)2026-08-020 citationsDOI