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Bell nonlocality and causal structure: SMM/DTT and standard Hilbert-space quantum mechanics
Bell correlations challenge a particular local causal factorization while preserving ordinary no signalling. Comparing DTT with standard Hilbert-space quantum mechanics, this article calculates the ideal singlet violation and its unchanged local marginals, then asks what a single generative source must explain to reproduce both features through one physical mechanism.
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Bell nonlocality and causal structure: SMM/DTT and Everett many-worlds interpretation
Bell correlations challenge a particular local causal factorization while preserving ordinary no signalling. Comparing DTT with Everett many-worlds interpretation, this article calculates the ideal singlet violation and its unchanged local marginals, then asks what a single generative source must explain to reproduce both features through one physical mechanism.
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Bell nonlocality and causal structure: SMM/DTT and Bohmian mechanics
Bell correlations challenge a particular local causal factorization while preserving ordinary no signalling. Comparing DTT with Bohmian mechanics, this article calculates the ideal singlet violation and its unchanged local marginals, then asks what a single generative source must explain to reproduce both features through one physical mechanism.
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Bell nonlocality and causal structure: SMM/DTT and relational quantum mechanics
Bell correlations challenge a particular local causal factorization while preserving ordinary no signalling. Comparing DTT with relational quantum mechanics, this article calculates the ideal singlet violation and its unchanged local marginals, then asks what a single generative source must explain to reproduce both features through one physical mechanism.
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Bell nonlocality and causal structure: SMM/DTT and QBism
Bell correlations challenge a particular local causal factorization while preserving ordinary no signalling. Comparing DTT with QBism, this article calculates the ideal singlet violation and its unchanged local marginals, then asks what a single generative source must explain to reproduce both features through one physical mechanism.
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Bell nonlocality and causal structure: SMM/DTT and objective collapse models
Bell correlations challenge a particular local causal factorization while preserving ordinary no signalling. Comparing DTT with objective collapse models, this article calculates the ideal singlet violation and its unchanged local marginals, then asks what a single generative source must explain to reproduce both features through one physical mechanism.
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What a Bell reference keeps after label erasure
Two unchanged local states can hide a changing shared reference. An exact Bell-pair example distinguishes discarding a label from physically depolarizing a carrier.
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Locality and simultaneity: the Bell common-cause test
A single common source is already allowed inside Bell’s local hidden-variable framework. This article derives the CHSH bound directly, separates a hidden generation order from observable causal influence, and explains which assumption a DTT source model must change to reproduce quantum correlations without enabling remote signalling.
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Completion, marginals and a shared Bell reference
Compare label erasure with reference depolarization and inspect exact density matrices, local marginals, correlations, purity and negativity.
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Two phase actions and determinant closure
Polynomial phase, coherent-output phase, and determinant closure: why receiver dimension, phase fraction, and coupling are distinct.
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Can inner completion change a distant record? A no-signalling calculation
An accepted completion can change conditional correlations without changing a distant observer’s unconditioned data. A short operator calculation proves this for local trace-preserving quantum operations. The result provides a sharp compatibility test for SMM/DTT accounts of hidden inner activity, completion, temporal entanglement and observable communication.
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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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Does entanglement through a common source allow signalling?
A Bell-pair calculation separates shared correlations, conditional remote states and controllable messages, including completion times, failures and retained local memory.
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What is retained by a holonomy?
Finite loops, neutral-return amplitudes and inaccessible sectors explain which phase and orientation information a completed transport can actually reveal.
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Four elements and a fourfold pattern
A symbolic diagram connecting four elements, paired states and a theological reading of nature.
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Spiritual, psychical and physical worlds
A conceptual map placing physical theories within a wider Duality of Time perspective.
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Worked exercises in gauge structure
Eighteen reproducible exercises with solutions covering transport, exact singlet roots, determinant groups, anomalies, projected geometry and vacuum reduction.
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The EPR Paradox
EPR, singlet correlations, Bell’s constraint and no-signaling, with the probabilities a common-source DTT model must reproduce.
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Shared-reference protocols: what label erasure leaves observable
Compare Bell-reference preservation with actual reference depolarization, derive exact correlation and entanglement diagnostics, and distinguish marginal preservation from a fixed carrier algebra.
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How phase-compatible systems compose and become entangled
Work through phase-balanced tensor products, a Bell-state example, local records, and the additional composition laws needed in SMM/DTT.
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