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Phase Breathing and Centropy Generation as Drivers of Biological Coherence
C. Leonard Neatu
Posted: 06 March 2026
Determinants of Maternal RSV Vaccination Uptake: A Narrative Review
Nikolaou I. Aikaterini
,Soldatou Alexandra
,Grantzi Georgia-Christiana
,Giapros Vasileios
,Ladomenou Fani
Posted: 06 March 2026
The Central Homeostatic Principle: A Lipid-Centered Constraint Framework for Biological Organization, Robustness, and State Transitions
Cheng Wang
Posted: 06 March 2026
Curated Vibration Features and an Interpretable Gearbox Health Index (GHI) Baseline for Condition Monitoring Benchmarking
Krisztian Horvath
Posted: 06 March 2026
On General Covariance
Shoude Li
Posted: 06 March 2026
A Non-Turing Computer Architecture for Artificial Intelligence with Dynamic Rule Learning and Generalization Abilities and Its Halting Problem
Jineng Ren
Posted: 06 March 2026
On the Integrated Ontology and Dynamics of Relativistic Quantum Mechanics, Relational Gravity and Cosmology
Dennis Kahan
Posted: 06 March 2026
Theoretical Foundations of Quantum Mechanics
Zhaoxu Ji
,Huanguo Zhang
Posted: 06 March 2026
MIN-Trust: A Minimum Necessary Information Trust Orchestration Framework for Multi-Agent Collaboration
Jinyu Chen
,Feiyang Wang
,Tian Guan
,Yumeng Ma
,Linghao Yang
,Yutong Wang
Posted: 06 March 2026
Polypharmacy and the Ageing Brain: Anticholinergic Burden in the Ageing Population and the Impact of Gynaecological Medications
Prajwal Shetty
,B A Sujeewa Fernando
,B Anuthi Fernando
,Sindhu Sekar
,Lakshmi Jayaraj
Posted: 06 March 2026
A Stochastic-Conformable Fractional Framework for Inventory Systems with Memory-Dependent Deterioration
Basem Ajarmah
,Saber Syouri
Posted: 06 March 2026
Vaccine Hesitancy as a Systems-Level Vulnerability: Historical Evolution, Sociopolitical Drivers, and Implications for Immunization Resilience
Angyiba Serge Andigema
,Dimalla Paola Aphrodite Olive
Posted: 06 March 2026
Intraoperative Hemodynamic Collapse During Patent Ductus Arteriosus Ligation in an Extremely Low Birth Weight Infant: A Case Report
Jeongsoo Choi
,Ho Soon Jung
,Da Hyung Kim
,Yong Han Seo
,Hea Rim Chun
,Hyung Yoon Gong
,Jae Young Ji
,Jin Soo Park
,Sangwoo Im
Posted: 06 March 2026
Quantum Information Copy Time, Gauge-Coded Quantum Cellular Automata,Emergent Gravity from Copy-Time Geometry and a Golden Relation for Singlet-Scalar Dark Matter
Mohamed Sacha
We develop an information-theoretic route from microscopic conserved-charge dynamics to an infrared mass prediction in the minimal Z2 singlet-scalar Higgs-portal dark-matter model. We define an operational quantum information copy time \( \tau_{\mathrm{copy}}(Q)\ \) for a conserved charge Q and introduce a Liouvillian-squared information susceptibility \( \chi^{(2)} \) based on the Kubo--Mori metric. Empirically, across several decades in \( \chi^{(2)} \) we find the robust scaling \( \tau_{\mathrm{copy}}(Q)\propto (\chi^{(2)}_{Q})^{-1/2}\ \) (Table 1 and Figure 1). Analytically, a general linear-response/Cauchy-Schwarz inequality bounds the growth rate of any receiver-optimised overlap by \( \sqrt{\chi^{(2)}_Q}\ \); for a fixed operational threshold \( \eta\ \) and normalised sender/receiver operators this implies the conditional lower bound \( \tau_{\mathrm{copy}}\gtrsim \eta/\sqrt{\chi^{(2)}_Q}\ \) under mild regularity/monotonicity assumptions (Closure Supplement, Section "Copy-time bound''). We also provide stabiliser-code diffusion benchmarks that illustrate the scaling and help calibrate normalisations in the diffusive universality class. We then argue that spatially varying copy times naturally define an ``optical'' geometry for coarse-grained information propagation: a local information speed \( v_{\mathrm{info}}(x)\propto \tau_{\mathrm{copy}}(x)^{-1}\ \)induces an effective metric, and diffeomorphism invariance in the long-wavelength description implies that the Einstein--Hilbert term is the leading infrared operator, with higher-derivative corrections controlled by gradients of \( \tau_{\mathrm{copy}}\ \). In this perspective, we define the scalar dressing parameter \( \kappa_{\text{eff}} \) intrinsically from microscopic QICT susceptibilities in the electroweak-symmetric regime; asymptotic-safety FRG results, when invoked, serve only as an external cross-check rather than as a foundational assumption. Within a gauge-coded QCA realising a Standard-Model-like generation, anomaly cancellation singles out hypercharge Y Yas the unique non-trivial anomaly-free Abelian factor coupling to both quarks and leptons; we also provide a self-contained anomaly calculation (see the Closure Supplement, "Hypercharge from anomaly constraints'') and emphasise that this selects a one-dimensional anomaly-free direction; it does not exclude embeddings or additional hidden sectors. This is a minimal-factor selection under stated assumptions and does not exclude embeddings, additional hidden sectors, or discrete quotients. Matching to a thermal Standard Model plasma at a reference temperature \( T_\star\ \)in the electroweak-symmetric regime \( T_\star\gtrsim T_{\rm EW} \), and adopting benchmark inputs (with an explicit operational construction of \( T_\star\ \) given in the Closure Supplement (Point~(6)) and an explicit interacting thermal-QCA susceptibility protocol given in the Closure Supplement (Copy-time bound / Point~(6))), \( \frac{\chi_Y}{T_\star^2} = 0.145 \pm 0.010,\qquad \) \( \kappa_{\mathrm{eff}} = 0.1356 \pm 0.0714,\qquad \) \( C_\Lambda = 1.606 \pm 0.044 \), we obtain the Golden Relation \( m_S = C_\Lambda \sqrt{\kappa_{\mathrm{eff}}\,\chi_Y} \) and the prediction \( m_S = 58.5 \pm 15.6~\text{GeV},\qquad \) \( m_S \in [43,74]~\text{GeV}\ \text{(conservative)} \). We provide a minimal, fully analytic phenomenological consistency check of the Higgs-portal model in the vicinity of the Higgs resonance, using closed-form expressions for the Higgs invisible width and the spin-independent nucleon cross section. The mass prediction is conditional on the explicit benchmark intervals and on the stated matching assumptions; the copy--susceptibility exponent is universal in the variational sense above, while the overall normalisation entering the benchmark closure is calibrated using a diffusive benchmark class (a separate step, not used in the unconditional bound).
We develop an information-theoretic route from microscopic conserved-charge dynamics to an infrared mass prediction in the minimal Z2 singlet-scalar Higgs-portal dark-matter model. We define an operational quantum information copy time \( \tau_{\mathrm{copy}}(Q)\ \) for a conserved charge Q and introduce a Liouvillian-squared information susceptibility \( \chi^{(2)} \) based on the Kubo--Mori metric. Empirically, across several decades in \( \chi^{(2)} \) we find the robust scaling \( \tau_{\mathrm{copy}}(Q)\propto (\chi^{(2)}_{Q})^{-1/2}\ \) (Table 1 and Figure 1). Analytically, a general linear-response/Cauchy-Schwarz inequality bounds the growth rate of any receiver-optimised overlap by \( \sqrt{\chi^{(2)}_Q}\ \); for a fixed operational threshold \( \eta\ \) and normalised sender/receiver operators this implies the conditional lower bound \( \tau_{\mathrm{copy}}\gtrsim \eta/\sqrt{\chi^{(2)}_Q}\ \) under mild regularity/monotonicity assumptions (Closure Supplement, Section "Copy-time bound''). We also provide stabiliser-code diffusion benchmarks that illustrate the scaling and help calibrate normalisations in the diffusive universality class. We then argue that spatially varying copy times naturally define an ``optical'' geometry for coarse-grained information propagation: a local information speed \( v_{\mathrm{info}}(x)\propto \tau_{\mathrm{copy}}(x)^{-1}\ \)induces an effective metric, and diffeomorphism invariance in the long-wavelength description implies that the Einstein--Hilbert term is the leading infrared operator, with higher-derivative corrections controlled by gradients of \( \tau_{\mathrm{copy}}\ \). In this perspective, we define the scalar dressing parameter \( \kappa_{\text{eff}} \) intrinsically from microscopic QICT susceptibilities in the electroweak-symmetric regime; asymptotic-safety FRG results, when invoked, serve only as an external cross-check rather than as a foundational assumption. Within a gauge-coded QCA realising a Standard-Model-like generation, anomaly cancellation singles out hypercharge Y Yas the unique non-trivial anomaly-free Abelian factor coupling to both quarks and leptons; we also provide a self-contained anomaly calculation (see the Closure Supplement, "Hypercharge from anomaly constraints'') and emphasise that this selects a one-dimensional anomaly-free direction; it does not exclude embeddings or additional hidden sectors. This is a minimal-factor selection under stated assumptions and does not exclude embeddings, additional hidden sectors, or discrete quotients. Matching to a thermal Standard Model plasma at a reference temperature \( T_\star\ \)in the electroweak-symmetric regime \( T_\star\gtrsim T_{\rm EW} \), and adopting benchmark inputs (with an explicit operational construction of \( T_\star\ \) given in the Closure Supplement (Point~(6)) and an explicit interacting thermal-QCA susceptibility protocol given in the Closure Supplement (Copy-time bound / Point~(6))), \( \frac{\chi_Y}{T_\star^2} = 0.145 \pm 0.010,\qquad \) \( \kappa_{\mathrm{eff}} = 0.1356 \pm 0.0714,\qquad \) \( C_\Lambda = 1.606 \pm 0.044 \), we obtain the Golden Relation \( m_S = C_\Lambda \sqrt{\kappa_{\mathrm{eff}}\,\chi_Y} \) and the prediction \( m_S = 58.5 \pm 15.6~\text{GeV},\qquad \) \( m_S \in [43,74]~\text{GeV}\ \text{(conservative)} \). We provide a minimal, fully analytic phenomenological consistency check of the Higgs-portal model in the vicinity of the Higgs resonance, using closed-form expressions for the Higgs invisible width and the spin-independent nucleon cross section. The mass prediction is conditional on the explicit benchmark intervals and on the stated matching assumptions; the copy--susceptibility exponent is universal in the variational sense above, while the overall normalisation entering the benchmark closure is calibrated using a diffusive benchmark class (a separate step, not used in the unconditional bound).
Posted: 06 March 2026
Liver Steatosis—Diagnosis and Controverses Involving Conventional Ultrasound Examination and Transient Elastography Assessment a Retrospective Cross-Sectional Study
Mihaela Cristina Brisc
,Elena Emilia Babes
,Sabina Florina Călugăr-Șolea
,Simona Bota
,Laura Maghiar
,Ciprian Mihai Brisc
,Ciprian Brisc
Posted: 06 March 2026
Quantum Information Copy Time, Gauge-Coded Quantum Cellular Automata, Asymptotically Safe Gravity and a Golden Relation for Singlet-Scalar Dark Matter
Sacha Mohamed
Posted: 06 March 2026
The Techno-Economics of Selected PV Solutions on Building Facades, with Case Studies
The Techno-Economics of Selected PV Solutions on Building Facades, with Case Studies
Jacek Biskupski A. Biskupski
,Miroslaw Dechnik
Posted: 06 March 2026
Mengolah as Grassroots Political Methodology: Decolonizing Lobbying Practices among Indonesian Youth
Irfan Ananda Ismail
Posted: 06 March 2026
Enhanced Extremum Seeking Control (EESC) Structure for Dual Bridge DC-DC Converters
Zhuoqun Wu
,Paolo Sbabo
,Paolo Mattavelli
,Simone Buso
Posted: 06 March 2026
The Thermodynamic Cost of Wave-Particle Duality: Directional Dephasing in Interferometry
Rajendra S. Prajapati
Posted: 06 March 2026
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