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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
Leveraging Machine Learning to Enhance Preventive Care Continuity: A Predictive Analytics Case Study from Qassim in Alignment with Saudi Vision 2030
Mohammed Awad Alanazi
Posted: 06 March 2026
Evaluation of the Cytotoxicity of Biochar Aqueous Extract in Caco-2 Cells: Time-Dependent Regulation of Apoptosis, Associated with miRNA Modulation
Sidra Amin
,Klaudia Marcinkowska
,Magdalena Wołoszyńska
,Sebastian Opaliński
,Dawid Skrzypczak
,Paweł Wiercik
,Łukasz Bobak
,Agnieszka Śmieszek
Posted: 06 March 2026
10-(3,5-Di-tert-butylphenyl)-9-Mesitylacridinium Tetrafluoroborate
Yuki Itabashi
,Kei Ohkubo
Posted: 06 March 2026
Evaluating the Impact of Intelligent Data Processing for Corporate Finance with the Use of Real Options Analysis
Stanimir Ivanov Kabaivanov
,Veneta Metodieva Markovska
Posted: 05 March 2026
Aging and Sex Shape the Intrinsic and Synaptic Properties of Mitral Cells in the Mouse Olfactory Bulb
Dan Zhao
,Meigeng Hu
,Cameron Paige Vicknair
,Yaping Li
,Shaolin Liu
Posted: 05 March 2026
Development and Phantom Validation of a Small-Form-Factor SWIR Emitter Probe for Hydration-Sensitive Spatial-Ratio Measurements in Gelatin-Intralipid Phantoms
Georgei Farouq
,Devang Vyas
,Amir Zavareh
Posted: 05 March 2026
Multivariate Evaluation of Pedogenetic Indicators: Limits and Potentials of Rare Earth Elements in Mountain Treeline Soils
Veneramaria Urso
,William Trenti
,Mauro De Feudis
,Gloria Falsone
,Livia Vittori Antisari
,Gianluca Bianchini
Posted: 05 March 2026
Maternal Inflammation Alters Nuclear and Mitochondrial DNA Methylation Patterns in the Neonatal Brain
Andrew T. Ebenezer
,Brooke Hollander
,Jonathan R. Hicks
,Alexander Hone
,Mona Batish
,Robert E Akins
,Adam G. Marsh
,Elizabeth Wright-Jin
Posted: 05 March 2026
Born's Rule from Record-Formation Constraints: A Thermodynamic-Information Axiomatics
Moses Rahnama
Posted: 05 March 2026
Mechanistic Insights on Antibacterial Property of Essential Oil Components and Their Utility in Preserving Food Items
Ajit A. Sutar
,Prabha Oli
,Chiranjit Chowdhury
Posted: 05 March 2026
Analysis Based on Computer Vision of Machined Surfaces by Hybrid Ultrasonic and Classic Electrical Discharge Machining of CoCr Alloys
Liviu-Daniel Ghiculescu
,Vlad Gheorghita
,Andrei-Alexandru Staicu
Posted: 05 March 2026
Peer Mentoring Supports Persistence of Urban First-Year STEM Female Students Attending a Public Hispanic Serving Institution During COVID-19
Lissette Delgado-Cruzata
,Yuk-Ting Lau
,Tashera Gale
Posted: 05 March 2026
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