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108 results · Showing 61–80 · 1560 in the collection
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Newton constant and gravitational coupling: SMM/DTT and Spin networks and spin foams
How could a temporal-source model determine gravitational strength rather than merely rewrite it in terms of another free scale? This article compares the source-based construction with Spin networks and spin foams, identifies their strongest point of contact, and works through a concrete example that separates a valid mathematical result from the further physical relation needed to explain observations.
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Newton constant and gravitational coupling: SMM/DTT and Spectral geometry and Kaluza–Klein models
How could a temporal-source model determine gravitational strength rather than merely rewrite it in terms of another free scale? This article compares the source-based construction with Spectral geometry and Kaluza–Klein models, identifies their strongest point of contact, and works through a concrete example that separates a valid mathematical result from the further physical relation needed to explain observations.
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Hydrogen spectrum and atomic binding: SMM/DTT and Standard Model quantum field theory
Can a temporal account of electron motion reproduce atomic energies and predict a residual that survives ordinary quantum-electrodynamic corrections? This article compares the source-based construction with Standard Model quantum field theory, identifies their strongest point of contact, and works through a concrete example that separates a valid mathematical result from the further physical relation needed to explain observat
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Hydrogen spectrum and atomic binding: SMM/DTT and Grand unified theories
Can a temporal account of electron motion reproduce atomic energies and predict a residual that survives ordinary quantum-electrodynamic corrections? This article compares the source-based construction with Grand unified theories, identifies their strongest point of contact, and works through a concrete example that separates a valid mathematical result from the further physical relation needed to explain observations.
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Hydrogen spectrum and atomic binding: SMM/DTT and Supersymmetry
Can a temporal account of electron motion reproduce atomic energies and predict a residual that survives ordinary quantum-electrodynamic corrections? This article compares the source-based construction with Supersymmetry, identifies their strongest point of contact, and works through a concrete example that separates a valid mathematical result from the further physical relation needed to explain observations.
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Hydrogen spectrum and atomic binding: SMM/DTT and Noncommutative geometry
Can a temporal account of electron motion reproduce atomic energies and predict a residual that survives ordinary quantum-electrodynamic corrections? This article compares the source-based construction with Noncommutative geometry, identifies their strongest point of contact, and works through a concrete example that separates a valid mathematical result from the further physical relation needed to explain observations.
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Hydrogen spectrum and atomic binding: SMM/DTT and Spin networks and spin foams
Can a temporal account of electron motion reproduce atomic energies and predict a residual that survives ordinary quantum-electrodynamic corrections? This article compares the source-based construction with Spin networks and spin foams, identifies their strongest point of contact, and works through a concrete example that separates a valid mathematical result from the further physical relation needed to explain observations.
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Hydrogen spectrum and atomic binding: SMM/DTT and Spectral geometry and Kaluza–Klein models
Can a temporal account of electron motion reproduce atomic energies and predict a residual that survives ordinary quantum-electrodynamic corrections? This article compares the source-based construction with Spectral geometry and Kaluza–Klein models, identifies their strongest point of contact, and works through a concrete example that separates a valid mathematical result from the further physical relation needed to explain ob
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Temporal entanglement and entangled histories
A quantum history contains ordered alternatives and the operations connecting them. This comparison explains how history amplitudes differ from a classical list of past events, works through the failure of naive probability addition, and identifies the source-memory structure DTT would need to make temporal entanglement a precise physical claim.
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Time, completion and Jacobson’s thermodynamic gravity
Jacobson’s local-horizon argument shows how Einstein dynamics can follow from thermodynamic assumptions. DTT offers a possible account of the histories and records behind those assumptions. The useful comparison identifies which microscopic input a temporal-source model might derive, especially entropy density, energy flux and the operational meaning of an accelerated clock.
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The fine-structure constant: structural vacuum counts and running response
An exact vacuum count and a scale-dependent electromagnetic coupling are different quantities until a physical matching law connects them. This article preserves the intended SMM/DTT meaning of 137 and 128, explains ordinary running with a worked example, and identifies the normalization calculation required to turn structural arithmetic into a coupling prediction.
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137 retained records: combinatorics, radix selection and physical meaning
The construction 100+30+7=137 is exact once its multiplicities and weights are fixed. Its scientific value depends on why those ingredients are selected and how the count affects a physical response. This article develops the strongest interpretation of the retained-record argument while separating a combinatorial theorem from an electromagnetic prediction.
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Physical constants and geometry: what dimensional analysis can establish
A formula can have the correct units while leaving all of its physical content adjustable. DTT’s constants programme becomes stronger when dimensional identities, structural counts and genuine predictions are separated. This article works through temporal mass and action formulas and explains why dimensionless relations and independently defined scales are the most reliable targets.
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The observer and the completed world: consistent histories
A sequence of propositions becomes a classical probabilistic history only under suitable consistency conditions. This article develops an elementary qubit family, explains why incompatible descriptions cannot be combined into one unrestricted archive, and compares that restriction with DTT’s programme of source-generated observable records.
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Completed records, selector forgetting, and retained references
Analyze the exact standard-form completion channel, its fixed algebra, its erasure obstruction, and the joint reference data that local forgetting must preserve.
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Completion channels: exact erasure, preserved algebras and residual memory
Calculate the spectrum, Kraus form and dilation of the selector channel, distinguish linear invertibility from physical reversal, and test what its fixed algebra preserves.
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Couplings, normalization and electroweak mixing
Representation traces, matching relations, renormalization and the independent problem of particle masses.
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Determinant lines, parallel volume and global holonomy
Calculate the distinction between a local trace constraint and a globally parallel product-volume tensor, including flat counterexamples and discrete root choices.
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Holonomy, curvature, and the information carried by loops
Distinguish closed transport, local curvature, and global topology; calculate loop invariants and understand the extra information in noncommuting cycles.
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Local frames and the relational origin of gauge freedom
Derive the endpoint gauge law, distinguish passive frames from physical reference states, and identify the assumptions needed to compare completed records.
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