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High Content Analysis of 3D Chondrogenic Spheroids Derived from Primary Cells In Vitro
Lucija Voga
,Tilen Burnik
,Maša Kandušer
,Matjaž Jeras
,Janja Zupan
,Andreja Trojner Bregar
Posted: 22 April 2026
Mass Balance over Energy Balance: Why Direct Mass Accounting Offers a More Precise and Mechanistically Faithful Framework for Human Body Weight Regulation
Anssi H. Manninen
Posted: 22 April 2026
P311 Curtails Inflammation Through M2-Type Polarization of Macrophages and Potentially via Gut Microbiome Modulation
Steven Moreton
,Sreenu Boddupally
,Pavana Jyothsna Kasaram
,Kameswara Rao Badri
Posted: 22 April 2026
Geometric Limits of Surface Loss in Transmon Wiring: Analytical Framework and Design Rules
A. R Hossain
,Tanu Arefin
Posted: 22 April 2026
Automated Clinical Annotation of Lung Cancer Reports Using Transformer-Based NLP Models: A Benchmarking and Fine-Tuning Study on a Novel Tunisian Clinical Corpus
Ranim Yahyaoui
,Ismail Dergaa
,Jean Noel Nikiema
,Halil İbrahim Ceylan
,Nicola Luigi Bragazzi
,Saoussen Hantous-Zannad
,Hanene Boussi Rahmouni
Posted: 22 April 2026
Toxicological Stability of Piper aduncum L. Essential Oil in the Control of Insect Pests of Stored Products
Gabriela da Silva Tamwing
,Guilerme Calado de Ameida
,Josiane Moura do Nascimento
,Roger Ventura Oliveira
,Igor da Silva Dias
,Giovana Lopes da Silva
,Mariano Oscar Aníbal Ibañez Rojas
,Francisco José Teixeira Gonçalves
,Leonardo Baltazar Cantanhede
,Douglas Rafael e Silva Barbosa
+5 authors
Posted: 22 April 2026
Hodge Theory via Orientable Closed Surfaces
Zhen Li
Posted: 22 April 2026
Diaschisis as Cerebello-Cortical Loop Dysfunction in Acute Ischemic Stroke: A Network Framework for Outcome Variability
Nannan Sheng
,Qi Jia
,Gilles Naeije
Posted: 22 April 2026
Prolonging the Honeymoon Phase in Type 1 Diabetes
Marcelo Maia Pinheiro
Posted: 22 April 2026
Climate Change and the Increasing Burden of Allergies in Children
Despoina Koumpagioti
,Barbara Boutopoulou
,Vasilis Grammeniatis
,Konstantinos Douros
,Dafni Moriki
Posted: 22 April 2026
BIM2BI: An ETL Architecture Based on openBIM Standards for Integrating BIM Data into Business Intelligence Environments
Diego Jesús Sánchez García
,Rafael Vicente Lozano Díez
Posted: 22 April 2026
Integrated Watershed Assessment of Caño Barro: Geo-Environmental Analysis, Water Quality and Mercury Contamination in a Ramsar Wetland Tributary (Colombia)
Juan Camilo Mantilla Velásquez
,Mauricio Rosso Pinto
,Humberto Tavera Quiroz
,Roberth Paternina-Uribe
,Juan Camilo Ospino Contreras
,Frederico Yuri Hanai
,Jose Luis Marrugo Negrete
Posted: 22 April 2026
Sustainable Concrete Production Using Fly Ash and Recycled Glass Powder: Environmental and Mechanical Performance Evaluation
Ebru Dural
,Gulmira Adzhygulova
,Gulnara Karadeniz
,Mehmet Karadeniz
Posted: 22 April 2026
Bacillus thuringiensis subsp. israelensis at the Public Health–Ecology-Biotechnology Nexus: From Larvicidal Precision to Protein Delivery Platform Potentials
Chloe S. Rodgers
,Jenive T. Estrada
,Landon M. Basch
,Matthew R. Garcia
,Andrew H. Westra
,Savannah B. Eshleman
,Madeline T. Brown
,Sarah R. Rudd
,Leticia Silva Miranda
,Michael A. Alonzo
+2 authors
Bacillus thuringiensis subsp. israelensis (Bti) is the most widely used biological larvicide for mosquito control worldwide and a cornerstone of environmentally sustainable vector-management programs. Its long-term global deployment reflects a well-characterized balance between public-health benefit and manageable ecological tradeoffs within integrated vector management (IVM) frameworks. Bti combines high larvicidal efficacy, operational simplicity, and strong target specificity, resulting in an exceptional safety profile for humans and vertebrate wildlife. Decades of laboratory and field studies demonstrate that Bti is biologically selective rather than ecologically inert, with reproducible yet context-dependent effects confined to closely related non-target aquatic dipterans. This review links the molecular and toxicological foundations of Bti to its operational performance, ecological selectivity, resistance-mitigating properties, and sustained utility in mosquito-control programs. Beyond its established larvicidal function, Bti’s prokaryotic insect larvicidal organelle (PILO) represents an underexplored platform for heterologous intracellular protein assembly. Its dense packing, structural stability, and resistance to environmental and biochemical stress indicate an evolutionary specialization for high-capacity protein storage during sporulation. These properties support noncanonical applications in biomolecule storage and stabilization and motivate cautious exploration of environmentally responsive protein release strategies. Although significant mechanistic and translational challenges remain, particularly with respect to cargo trafficking, modularity, and purification, the architectural principles that have enabled effective mosquito control provide a strong foundation for extending PILO-based platforms beyond larvicidal applications.
Bacillus thuringiensis subsp. israelensis (Bti) is the most widely used biological larvicide for mosquito control worldwide and a cornerstone of environmentally sustainable vector-management programs. Its long-term global deployment reflects a well-characterized balance between public-health benefit and manageable ecological tradeoffs within integrated vector management (IVM) frameworks. Bti combines high larvicidal efficacy, operational simplicity, and strong target specificity, resulting in an exceptional safety profile for humans and vertebrate wildlife. Decades of laboratory and field studies demonstrate that Bti is biologically selective rather than ecologically inert, with reproducible yet context-dependent effects confined to closely related non-target aquatic dipterans. This review links the molecular and toxicological foundations of Bti to its operational performance, ecological selectivity, resistance-mitigating properties, and sustained utility in mosquito-control programs. Beyond its established larvicidal function, Bti’s prokaryotic insect larvicidal organelle (PILO) represents an underexplored platform for heterologous intracellular protein assembly. Its dense packing, structural stability, and resistance to environmental and biochemical stress indicate an evolutionary specialization for high-capacity protein storage during sporulation. These properties support noncanonical applications in biomolecule storage and stabilization and motivate cautious exploration of environmentally responsive protein release strategies. Although significant mechanistic and translational challenges remain, particularly with respect to cargo trafficking, modularity, and purification, the architectural principles that have enabled effective mosquito control provide a strong foundation for extending PILO-based platforms beyond larvicidal applications.
Posted: 22 April 2026
Environmental Concentrations of PFOS Selectively Accumulate in the Euglena Eyespot and Directly Inhibit Chloroplast ATP Synthase: A Dual Impairment of Phototaxis and Photosynthetic Light Reactions Without Inhibiting Photosynthesis
Peirui Liu
,Junfeng Wang
,Yan Hong
,Zilin Chen
,Xiaoya Liu
,Huayi Chen
,Ganning Zeng
,Xiangliang Pan
Posted: 22 April 2026
New Perspectives and Open Issues in the Adjuvant and Neoadjuvant Treatment of Melanoma
Andrea Spagnoletti
,Lorenza Di Guardo
,Alice Indini
,Massimo Di Nicola
,Roberto Patuzzo
,Andrea Maurichi
,Paolo Fava
,Gabriele Roccuzzo
,Alessandro Minisini
,Federico Pravisano
+5 authors
Posted: 22 April 2026
A Monte Carlo Null-Model Test of an Outer-Soddy Completion of the Koide Lepton Triple
Andrew M. Brilliant
The Koide relation \( Q = (\sum m_\ell)/(\sum \sqrt{m_\ell})^2 = 2/3 \) for the charged leptons has held to one part in \( 10^5 \) for over forty years without an accepted derivation and is widely regarded as numerology. This paper takes the relation as a clue rather than an endpoint. Treating lepton mass square roots as Descartes-circle curvatures, the outer root of the Descartes quadratic equals the closed form \( \mathcal{F} = e_1 - \sqrt{p_2} \) when Koide holds exactly (Proposition 1); equivalently, \( \mathcal{F}^2 = \alpha_K^2\,\mu_\star \) with \( \alpha_K^2 = 5/2 - \sqrt{6} \) and \( \mu_\star = \sum_\ell m_\ell \) the lepton-sum scale. The three-input symmetric-polynomial identity thus collapses to one dimensionless Koide-determined constant times the lepton-sum scale. Kocik [1] first observed a Descartes-like reading of Koide; our mutually-tangent variant is mathematically distinct but follows the same geometric spirit. The four-curvature completion carries a testable consequence absent from the bare three-mass relation: evaluating the squared fourth curvature numerically, \( \mathcal{F}^2 = 95.113 \) MeV, and comparing against the strange-quark \( \bar{MS} \) mass at \( \mu_\star \) within current lattice precision yields a residual of \( +0.04 \) MeV against \( \pm 0.69 \) MeV, about \( +0.06\sigma \). The lepton-side quantity is fixed to better than \( 0.01\% \); future lattice improvements will sharpen or refute the present numerical agreement. To our knowledge this paper implements the first Monte Carlo null test of the Koide relation under a random-spectrum prior; a Koide-conditioned null-model calibration across four prior shapes pre-registered for the analysis gives hit fractions at the sub-percent level — model-conditional frequencies, not \( p \)-values. Scale, input, prior, and filter sensitivities, together with the error budget, are reported; full Monte Carlo protocols, numerical output, and pre-registration are in a companion methods note [2].
The Koide relation \( Q = (\sum m_\ell)/(\sum \sqrt{m_\ell})^2 = 2/3 \) for the charged leptons has held to one part in \( 10^5 \) for over forty years without an accepted derivation and is widely regarded as numerology. This paper takes the relation as a clue rather than an endpoint. Treating lepton mass square roots as Descartes-circle curvatures, the outer root of the Descartes quadratic equals the closed form \( \mathcal{F} = e_1 - \sqrt{p_2} \) when Koide holds exactly (Proposition 1); equivalently, \( \mathcal{F}^2 = \alpha_K^2\,\mu_\star \) with \( \alpha_K^2 = 5/2 - \sqrt{6} \) and \( \mu_\star = \sum_\ell m_\ell \) the lepton-sum scale. The three-input symmetric-polynomial identity thus collapses to one dimensionless Koide-determined constant times the lepton-sum scale. Kocik [1] first observed a Descartes-like reading of Koide; our mutually-tangent variant is mathematically distinct but follows the same geometric spirit. The four-curvature completion carries a testable consequence absent from the bare three-mass relation: evaluating the squared fourth curvature numerically, \( \mathcal{F}^2 = 95.113 \) MeV, and comparing against the strange-quark \( \bar{MS} \) mass at \( \mu_\star \) within current lattice precision yields a residual of \( +0.04 \) MeV against \( \pm 0.69 \) MeV, about \( +0.06\sigma \). The lepton-side quantity is fixed to better than \( 0.01\% \); future lattice improvements will sharpen or refute the present numerical agreement. To our knowledge this paper implements the first Monte Carlo null test of the Koide relation under a random-spectrum prior; a Koide-conditioned null-model calibration across four prior shapes pre-registered for the analysis gives hit fractions at the sub-percent level — model-conditional frequencies, not \( p \)-values. Scale, input, prior, and filter sensitivities, together with the error budget, are reported; full Monte Carlo protocols, numerical output, and pre-registration are in a companion methods note [2].
Posted: 22 April 2026
Exploring β-Myrcene Incorporation in Propene Copolymerization Using Half-Titanocene Catalysts
Kantarattana Paramanurak
,Adriano Vignali
,Benedetta Palucci
,Fabio Bertini
,Kotohiro Nomura
,Simona Losio
Posted: 22 April 2026
The Zinc Paradox in Tuberculosis: A Systematic Review of Anti-Tuberculosis Drug–Induced Zinc Depletion and Its Implications for Optic Neuropathy and Visual Loss
Amr Kamel Khalil Ahmed
Posted: 22 April 2026
Genetic Diversity and Population Structure of Mozambican Lowland Rainfed Rice (Oryza sativa L.) Using DArTseq SNP Markers
Kajale George Warioba
,Celsa Mondlane Macandza
,Leonel Domingos Moiana
Posted: 22 April 2026
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