THE SINGLE MONAD MODEL · DUALITY OF TIME THEORY

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Explore how one generative source, nested inner time and outer completion relate to physics, philosophy and the experience of a world.

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462ARTICLES AND GUIDES

Eight connected subject areas
420 expanded comparisons
42 research guides

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60 articles
Time and becoming
Inner generation, physical clocks, continuity, recurrence, and the meaning of the present.
60 articles
Vacuum and cosmology
Vacuum states, cosmic expansion, dark sectors, horizons, and the origin of structure.
60 articles
Quantum theory and records
Phase, interference, measurement, entanglement, probability, and retained information.
60 articles
Gravity and spacetime
Dimensions, locality, causal cones, relativity, black holes, and continuum limits.
60 articles
Matter, symmetry and constants
Gauge fields, particles, quaternionic readout, 137, mass, action, and atomic physics.
60 articles
Mind and metaphysics
Unity, renewal, psychical experience, consciousness, agency, and Ibn Arabi’s cosmology.
60 articles
Connections across theories
Focused bridges between SMM/DTT and mathematical, physical, and philosophical research.
42 articles
New research questions
Additional approaches, sharper constructive tests, and developments in current research.

The collection at a glance

The Single Monad and dual temporal roles connect questions about time, quantum records, vacuum, spacetime, matter, and experience. — One source. Six nested inner levels. A completed, observable record.

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6 articles · page 1 of 1

Every article includes related reading and references.

C139Quantum theory and records
Born rule and probability: SMM/DTT and standard Hilbert-space quantum mechanics
Why should a source produce squared-amplitude probabilities in every measurement basis? This comparison with standard Hilbert-space quantum mechanics examines the Born rule through a qubit whose coherent and incoherent preparations have sharply different outcomes, clarifying where source counting helps and where a stronger composition or probability law is needed.
Comparative article · 5 min read
C140Quantum theory and records
Born rule and probability: SMM/DTT and Everett many-worlds interpretation
Why should a source produce squared-amplitude probabilities in every measurement basis? This comparison with Everett many-worlds interpretation examines the Born rule through a qubit whose coherent and incoherent preparations have sharply different outcomes, clarifying where source counting helps and where a stronger composition or probability law is needed.
Comparative article · 5 min read
C141Quantum theory and records
Born rule and probability: SMM/DTT and Bohmian mechanics
Why should a source produce squared-amplitude probabilities in every measurement basis? This comparison with Bohmian mechanics examines the Born rule through a qubit whose coherent and incoherent preparations have sharply different outcomes, clarifying where source counting helps and where a stronger composition or probability law is needed.
Comparative article · 5 min read
C142Quantum theory and records
Born rule and probability: SMM/DTT and relational quantum mechanics
Why should a source produce squared-amplitude probabilities in every measurement basis? This comparison with relational quantum mechanics examines the Born rule through a qubit whose coherent and incoherent preparations have sharply different outcomes, clarifying where source counting helps and where a stronger composition or probability law is needed.
Comparative article · 5 min read
C143Quantum theory and records
Born rule and probability: SMM/DTT and QBism
Why should a source produce squared-amplitude probabilities in every measurement basis? This comparison with QBism examines the Born rule through a qubit whose coherent and incoherent preparations have sharply different outcomes, clarifying where source counting helps and where a stronger composition or probability law is needed.
Comparative article · 5 min read
C144Quantum theory and records
Born rule and probability: SMM/DTT and objective collapse models
Why should a source produce squared-amplitude probabilities in every measurement basis? This comparison with objective collapse models examines the Born rule through a qubit whose coherent and incoherent preparations have sharply different outcomes, clarifying where source counting helps and where a stronger composition or probability law is needed.
Comparative article · 5 min read

THE LARGER RESEARCH PROGRAMME

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