Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Log inSign up
Challenges
Datasets
Workspaces
Papers
Discussions
Leaderboard
Blog
Job Board
Q3AS

© 2026 Aqora Quantum S.A.S.

TermsPrivacyLegal Notice

ψ-Acoustic Retention: The Survival of Difference Beyond Sound

Logacheva Yulia

Published Feb 7, 2026• 0 citations
Publisher

Abstract

This article develops ψ-Acoustic Retention, a theoretical extension of the ψ-Architecture in which acoustic structure persists beyond the disappearance of the physical sound wave. The framework defines the ψ-acoustic shadow S_{\psi}^{(\mathrm{acou})} as the structural remainder of Δψ that remains non-zero when amplitude A(t)\to 0. Building on the retentive Lagrangian, the work introduces an acoustic Retentive Floor, formulates a Penrose-style interpretation where silence functions as a boundary analogous to metric extinction, and demonstrates how large architectural spaces — cathedrals, tunnels, deep transit halls — generate ψ-retentive pockets detectable through long-lived residual correlations. This article establishes ψ-acoustic shadows as measurable invariants and expands the ψ-corpus into the acoustic domain.

DOI
10.5281/zenodo.18512904

Related papers

ψ-Architecture Vol. II: Practical Applications and Applied Frameworks of the Retentional Field

Yulia, Logacheva

This volume extends ψ-Architecture from foundational theory to operational practice. Building on the Laplace-retentional framework introduced in Vol. I, the present work develops a complete applied programme for ψ-Engineering: the design, analysis, and evaluation of systems whose coherence depends on sustaining a minimal retentional gradient (Δψ > 0). The paper formalises retentional thresholds as structural invariants, introduces Ξ-node engineering for autonomous coherence, and defines Λψ-controlled architectures for deep-space, turbulence-exposed, and telemetry-loss environments. A unified ψ-framework is presented for AI-physics, continuous cognitive architectures, horizon-limit behaviour, reproducibility invariance, and collapse-resistance. ψ-Architecture is not offered as an alternative physical theory but as a pre-dynamical organisational principle: continuity precedes dynamics; coherence precedes measurement; retention precedes observation. Vol. II therefore provides practical methodologies, early simulation protocols, and a cross-domain roadmap (2026–2029), extending ψ from a theoretical structure into a testable, multidisciplinary scientific programme.

•Nov 24, 2025•0 citations

Measurability as Retentive Emergence: A Structural Criterion for Measurement Beyond Observation

Yulia, Logacheva

This paper introduces a minimal operational criterion for the emergence of measurability in systems dominated by noise, dissipation, or observational incompleteness. Within the ψ-Architecture framework, measurability is defined not by the presence of an observer, instrument, or semantic interpretation, but by the system’s intrinsic capacity to retain structural difference (Δψ). We show that a system becomes measurable if and only if Δψ remains invariant under bounded degradation of observation, including coarse-graining, noise increase, or partial loss of resolution. This transition coincides with crossing the retentive Ξ-threshold, beyond which distinctions become system-intrinsic and reproducible. The resulting ψ-measurability threshold reframes measurement as an emergent consequence of retention rather than an a priori epistemic act. The criterion is domain-independent and applies uniformly across physical, chemical, and informational systems. This work is accompanied by a short companion paper that clarifies observability as a derived consequence of retentive measurability within the same framework.

•Dec 9, 2025•0 citations

Quantum Retentive Temporal Trap: Micro-Scale Verification of Ξ-Node Stabilization in ψ-Architecture

Logacheva Yulia

This work presents the first laboratory-scale verification of the ψ-Architecture framework through a controlled quantum Retentive Temporal Trap experiment. By stabilizing the retentive difference Δψ and observing spontaneous Ξ-node formation without external cooling, the system exhibits a 120–300× extension of coherence lifetime. This behavior directly confirms the universal retentive mechanism originally formulated for cosmology, supporting Λψ as a cross-scale physical invariant. The study provides a micro-physical analogue of cosmological retention phenomena such as Euclid correlation plateaus and JWST early-galaxy stability.

•Jan 27, 2026•0 citations

Ψ-NVP: A Non-Violation Protocol for Post-Dynamical Retention (Volume III of the ψ-Architecture Research Series)

Logacheva Yulia

This work presents Ψ-NVP (Non-Violation Protocol) as the third volume of the ψ-Architecture Research Series. Following the ontological formulation of retention (Volume I) and its physical augmentation through the Λψ term (Volume II), this volume introduces a formally constrained protocol governing admissible interaction with post-dynamical systems. Ψ-NVP specifies the conditions under which observation, measurement, documentation, or other structured engagement may occur without amplifying retained internal difference. The protocol is expressed through a strict inequality constraining the temporal evolution of retained difference Δψ under non-zero interaction intensity, together with a cumulative non-violation functional regulating prolonged exposure. The work defines the post-dynamical plateau as a regime in which structure persists without active dynamics and examines the object-independent applicability of the protocol using designated epistemic reference objects (ψ-lanterns and ψ-kettles) as operational test cases. Rather than introducing new physical variables or competing models, Ψ-NVP delineates methodological boundaries relevant to scientific and observational practice in low-dynamical regimes, where further intervention may compromise structural persistence without yielding additional informational gain.

•Jan 1, 2026•0 citations

Retention After Collapse A Minimal Architecture of Persistence Without Observation

Yulia, Logacheva

This note introduces a minimal architectural framework for persistence under maximal collapse. Retention is defined not as memory, storage, or conservation, but as the irreducibility of difference once all conditions of observation, temporality, spatial reference, and dynamics are removed. Collapse is treated as a structural test that discriminates between dependent and independent forms, revealing residual structures that persist without reference, measurement, or ontology.

•Dec 14, 2025•0 citations

Theoretical Principles of Quantum Memory Design: Decoherence Resilience Through Engineered Physical Structures

Ferehim Saunders, Marion Cortez

This paper develops a comprehensive theoretical framework for designing quantum memory systems with enhanced resilience to thermal decoherence through engineered lattice geometries and protective structures. We formulate a unified mathematical description connecting material properties, geometric configurations, and quantum information retention capabilities, establishing design principles for long-lived quantum states. The theory begins with a detailed analysis of decoherence mechanisms in structured quantum materials, deriving analytical expressions for coherence time as functions of lattice topology, defect engineering, and environmental coupling strength. We prove theoretical bounds on achievable memory lifetimes under various physical constraints and identify optimal geometric configurations that maximize information retention. The framework incorporates both passive protection mechanisms-arising from intrinsic material properties and geometric shielding-and active stabilization strategies involving periodic error detection and correction. We establish scaling laws that predict how memory performance varies with system size, temperature, and structural parameters, providing design guidelines for practical implementations. Our analysis reveals fundamental trade-offs between memory density, access time, and coherence preservation, offering a theoretical roadmap for next-generation quantum memory architectures. This work bridges quantum information theory, condensed matter physics, and materials science to advance understanding of thermally resilient quantum storage.

•Nov 10, 2025•1 citation
This article develops ψ-Acoustic Retention, a theoretical extension of the ψ-Architecture in which acoustic structure persists beyond the disappearance of the physical sound wave. The framework defines the ψ-acoustic shadow S_{\psi}^{(\mathrm{acou})} as the structural remainder of Δψ that remains non-zero when amplitude A(t)\to 0. Building on the retentive Lagrangian, the work introduces an acoustic Retentive Floor, formulates a Penrose-style interpretation where silence functions as a boundary analogous to metric extinction, and demonstrates how large architectural spaces — cathedrals, tunnels, deep transit halls — generate ψ-retentive pockets detectable through long-lived residual correlations. This article establishes ψ-acoustic shadows as measurable invariants and expands the ψ-corpus into the acoustic domain.
This volume extends ψ-Architecture from foundational theory to operational practice. Building on the Laplace-retentional framework introduced in Vol. I, the present work develops a complete applied programme for ψ-Engineering: the design, analysis, and evaluation of systems whose coherence depends on sustaining a minimal retentional gradient (Δψ > 0). The paper formalises retentional thresholds as structural invariants, introduces Ξ-node engineering for autonomous coherence, and defines Λψ-controlled architectures for deep-space, turbulence-exposed, and telemetry-loss environments. A unified ψ-framework is presented for AI-physics, continuous cognitive architectures, horizon-limit behaviour, reproducibility invariance, and collapse-resistance. ψ-Architecture is not offered as an alternative physical theory but as a pre-dynamical organisational principle: continuity precedes dynamics; coherence precedes measurement; retention precedes observation. Vol. II therefore provides practical methodologies, early simulation protocols, and a cross-domain roadmap (2026–2029), extending ψ from a theoretical structure into a testable, multidisciplinary scientific programme.
This paper introduces a minimal operational criterion for the emergence of measurability in systems dominated by noise, dissipation, or observational incompleteness. Within the ψ-Architecture framework, measurability is defined not by the presence of an observer, instrument, or semantic interpretation, but by the system’s intrinsic capacity to retain structural difference (Δψ). We show that a system becomes measurable if and only if Δψ remains invariant under bounded degradation of observation, including coarse-graining, noise increase, or partial loss of resolution. This transition coincides with crossing the retentive Ξ-threshold, beyond which distinctions become system-intrinsic and reproducible. The resulting ψ-measurability threshold reframes measurement as an emergent consequence of retention rather than an a priori epistemic act. The criterion is domain-independent and applies uniformly across physical, chemical, and informational systems. This work is accompanied by a short companion paper that clarifies observability as a derived consequence of retentive measurability within the same framework.
This work presents the first laboratory-scale verification of the ψ-Architecture framework through a controlled quantum Retentive Temporal Trap experiment. By stabilizing the retentive difference Δψ and observing spontaneous Ξ-node formation without external cooling, the system exhibits a 120–300× extension of coherence lifetime. This behavior directly confirms the universal retentive mechanism originally formulated for cosmology, supporting Λψ as a cross-scale physical invariant. The study provides a micro-physical analogue of cosmological retention phenomena such as Euclid correlation plateaus and JWST early-galaxy stability.
This work presents Ψ-NVP (Non-Violation Protocol) as the third volume of the ψ-Architecture Research Series. Following the ontological formulation of retention (Volume I) and its physical augmentation through the Λψ term (Volume II), this volume introduces a formally constrained protocol governing admissible interaction with post-dynamical systems. Ψ-NVP specifies the conditions under which observation, measurement, documentation, or other structured engagement may occur without amplifying retained internal difference. The protocol is expressed through a strict inequality constraining the temporal evolution of retained difference Δψ under non-zero interaction intensity, together with a cumulative non-violation functional regulating prolonged exposure. The work defines the post-dynamical plateau as a regime in which structure persists without active dynamics and examines the object-independent applicability of the protocol using designated epistemic reference objects (ψ-lanterns and ψ-kettles) as operational test cases. Rather than introducing new physical variables or competing models, Ψ-NVP delineates methodological boundaries relevant to scientific and observational practice in low-dynamical regimes, where further intervention may compromise structural persistence without yielding additional informational gain.
This paper develops a comprehensive theoretical framework for designing quantum memory systems with enhanced resilience to thermal decoherence through engineered lattice geometries and protective structures. We formulate a unified mathematical description connecting material properties, geometric configurations, and quantum information retention capabilities, establishing design principles for long-lived quantum states. The theory begins with a detailed analysis of decoherence mechanisms in structured quantum materials, deriving analytical expressions for coherence time as functions of lattice topology, defect engineering, and environmental coupling strength. We prove theoretical bounds on achievable memory lifetimes under various physical constraints and identify optimal geometric configurations that maximize information retention. The framework incorporates both passive protection mechanisms-arising from intrinsic material properties and geometric shielding-and active stabilization strategies involving periodic error detection and correction. We establish scaling laws that predict how memory performance varies with system size, temperature, and structural parameters, providing design guidelines for practical implementations. Our analysis reveals fundamental trade-offs between memory density, access time, and coherence preservation, offering a theoretical roadmap for next-generation quantum memory architectures. This work bridges quantum information theory, condensed matter physics, and materials science to advance understanding of thermally resilient quantum storage.