A first route through the central idea
Begin here if the distinction between inner generation and outer completion is new. Read for the relationships between ideas first; the linked research targets provide the mathematical detail when you need it.
- The Duality of Time postulate
Establish the proposed relation between chronological formation, completed space and observable evolution.
- The arrow of time
Distinguish the direction of completed records from the entropy of a specified physical system.
- Quantum interpretation
Follow the proposed relation between inner coherent development and outward particle-like results.
- Mass generation
See how a temporal formation mechanism can motivate an energy and inertia calculation.
- Quantum gravity
Bring matter and geometry into the same generative question.
Then choose a subject route below. The research map shows where different physical questions depend on the same calculation.
Quantum physics, information and measurement
This route follows the information retained by a common source, from coherent preparation to a completed record and later prediction.
- Physical information
Specify what a record contains and what may remain in correlations or inner memory.
- EPR and quantum nonlocality
Compare joint correlations with the capacity to send a controllable signal.
- Quantum measurement
Model an instrument, its outcome probabilities and the transition to a stable record.
- Phase and composition
Connect compatible complex structures to the operations available on composite systems.
- Black-hole information
Apply the retained-information question to horizon formation and radiation.
- Generation and registration
Explore an operational comparison of different registration orders.
A useful calculation at the end of this route is one complete joint probability table, including outcomes that are discarded by a selected readout.
Space, causal structure and gravity
Follow this sequence to distinguish three observable directions, a connected spatial network, a causal interval and a gravitational response.
- Why three spatial dimensions?
Compare local readout rank with volume growth and spectral measurements.
- The Planck scale
Identify which physical scales enter a generation model and which are supplied by calibration.
- Stable locality
Ask how the generated neighbourhood structure resists defects and unintended shortcuts.
- Causality
Translate the order of generation into an operational dependency between events.
- Lorentz symmetry
Work through the interval and common-cone requirements for relativistic observations.
- The gravitational limit
Connect a generated geometry to matter, clock rates and metric response.
The combined objective is a single family of generated configurations for which distances, clocks and field behaviour can all be compared under controlled refinement.
Particles, masses and interactions
The original matter proposals concern how completed particles can arise from inner formation. This route develops their distinct spectral and interaction questions.
- Mass generation
Connect an internal coupling to rest energy and momentum-dependent propagation.
- Neutrino masses
Add mixing, mass-squared differences and absolute-mass observables to a structural model.
- Color confinement
Ask why some internal degrees of freedom appear only through observable combinations.
- Yang–Mills theory and the mass gap
Distinguish a finite-sector threshold from a physical quantum field-theory gap.
- Magnetic monopoles
Relate topology, magnetic flux and the proposed primordial source role.
- A source-derived spectrum of matter
Bring energies, charges, preparation and detection into a common operator calculation.
Continue with baryon asymmetry and supersymmetry to explore how temporal sectors could affect the observable particle content and its cosmological history.
Cosmology and the structured vacuum
Keep the background expansion, the growth of structure and the stress of the vacuum in view together. They give complementary tests of a cosmological proposal.
- Homogeneity and the horizon problem
Examine how common generation could correlate distant regions.
- Cosmic inflation
Ask how a source process determines expansion and perturbations.
- Dark matter
Calculate clustering and gravitational response for the proposed hidden contribution.
- Dark energy
Relate energy density, pressure and the evolution of expansion.
- The cosmological constant
Develop the original state-averaging proposal with an explicit physical normalization.
- Vacuum selection
Study the absolute contribution to gravity and its stability when the microscopic model changes.
The gravitational-limit guide is the bridge from these source contributions to equations governing measurable cosmic evolution.
A route for mathematical development
Read the technical targets as opportunities to connect exact modules. Each identifies an assumption, a candidate construction or a stability estimate that can be investigated independently.
- One source for geometry, clocks and matter
Identify which interfaces should follow from the same interaction law.
- Phase-compatible composition
Study operator commutants, polar phase selection and balanced tensor products.
- Stable locality
Investigate graph generation, metric comparisons and influence bounds.
- A common clock law
Relate protected observation algebras to physical clock selection.
- Normalized coupling
Study response, parameter identifiability and the elimination of calibration freedom.
- Vacuum selection
Connect normalized observations to an absolute functional and its geometric variation.
Useful contributions include finite existence results, classification, counterexamples, quantitative stability and controlled limiting arguments. The source guide connects each target to relevant books and papers.
A route for philosophy of time and physics
The SMM/DTT programme begins with the relation between unity, multiplicity and ever-renewed creation. Follow the conceptual argument alongside the physical descriptions that could give it operational content.
- Single Monad Model of the Cosmos
Read the conceptual account of time, creation and the emergence of multiplicity.
- Ibn ‘Arabî — Time and Cosmology
Explore the historical and philosophical setting of the programme.
- The arrow of time
Compare temporal ordering, irreversible records and thermodynamic asymmetry.
- Causality
Examine the relation between generative dependence and empirical causal influence.
- Quantum interpretation
Consider what the temporal picture adds to the interpretation of coherent states and observed outcomes.
- From a mechanism to a prediction
Trace how an interpretation becomes a physical realization or an empirically restrictive model.
Philosophical analysis can clarify which claims concern ontology, which define a mathematical representation, and which require a particular experimental relation. Collaboration across philosophy, physics and mathematics is welcome.
A route for experiments and numerical studies
Begin with an observable that can be calculated and controlled. A finite experiment or simulation can develop part of the source architecture while retaining an explicit conventional comparator.
- Testable predictions
Separate calibration from reserved observations and state the comparison model.
- Clock selection
Design delayed tests for dependence on specified inner operations.
- Generation and registration
Retain all outcomes while comparing registration sequences.
- Normalized response
Use static and frequency-dependent data to identify a receiver model.
- Isotope comparisons
Connect one fixed correction to several independent spectral observables.
- Joint source dynamics
Test whether the same source parameters connect more than one successful protocol.
For a proposed collaboration, include the model or publication being tested, the available controls and the relation you would like to calculate or measure. Contact and collaboration details are available on the main site.