AUTHOR
Read each paper together with its publication record and conceptual guide.
Journal article · 2026
Completed histories, observable quotients and symmetry-compatible phase. The paper develops operator results under stated mathematical hypotheses.
Journal article · 2026
Selection of a compatible complex phase from a real representation and an oriented generator. The guide explains the treatment of zero modes and the role of time orientation.
Journal article · 2026
Coupled temporal evolution, ordered transport and memory in reduced observable dynamics. Read the published formulation together with the worked memory example.
Bibliographic details follow the current SMONAD publication records. The Physics Letters A record carries an issue date of 28 October 2026; that issue date is not used here as an online-publication date.
The following links lead to individual manuscript records. Those records identify the venue or repository, available version information and the scope of the proposal. A repository entry is distinct from a journal publication.
Public manuscript
Proposed connections between nested generation, limiting speed, Lorentz transformations and mass–energy relations.
Public manuscript
A public manuscript on the inner-time construction of spatial dimensions.
Public manuscript
A combinatorial and geometric proposal to connect inner-time projections with a coupling.
Public manuscript
A mathematical route using algebraic and spectral structures to represent spatial relations.
Public manuscript
A public spectral-geometry manuscript and its conceptual setting.
Public manuscript
Complementary spectral descriptions of a proposed complex-time construction.
Public manuscript
A manuscript on scale-dependent descriptions of temporal and spatial structure.
Public manuscript
A proposal relating the Single Monad to a minimal monopole interpretation.
Public manuscript
A regulated gap proposal; the record distinguishes its scope from the continuum mass-gap problem.
Public manuscript
A public spectral framework whose stated conjectural scope is explained in its record.
