On optimal chemotherapy with a strongly targeted agent for a model of tumor-immune system interactions with generalized logistic growth by Urszula Ledzewicz, Omeiza Olumoye, Heinz Schättler

“…We use a classical model originallyformulated by Stepanova, but replace exponential tumor growth with ageneralised logistic growth model function depending on a parameter$\nu$. This growth function interpolates between a Gompertzian model(in the limit $\nu\rightarrow0$) and an exponential model (in thelimit $\nu\rightarrow\infty$). …”
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7-Chloroquinolin-4-yl Arylhydrazone Derivatives: Synthesis and Antifungal Activity by Auri R. Duval, Pedro H. Carvalho, Maieli C. Soares, Daniela P. Gouvêa, Geonir M. Siqueira, Rafael G. Lund, Wilson Cunico

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Modulation of Adult Hippocampal Neurogenesis by Early-Life Environmental Challenges Triggering Immune Activation by Ksenia Musaelyan, Martin Egeland, Cathy Fernandes, Carmine M. Pariante, Patricia A. Zunszain, Sandrine Thuret

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IDEOLOGICAL CONTESTATION ON YOUTUBE BETWEEN SALAFI AND NAHDHATUL ‘ULAMA IN INDONESIA by Ulvah Nur'aeni, Arfian Hikmat Ramdan

“…<p><strong>Abstract: </strong>This research spotlights YouTube’s utilization as a platform for intriguing Muslims and proselytizing Salafi and Nahdhatul 'Ulama's (NU) doctrines in the context of ideological contestation in Indonesia. …”
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Geometrical deformation of brane matter field within f(R, Q, P) gravity by Fernando M. Belchior, Roberto V. Maluf, Albert Yu. Petrov, Paulo J. Porfírio

“…In this work, we investigate a codimension-one thick brane within the framework of f(R, Q, P) gravity, where R represents the curvature scalar, while $$Q=R_{\mu \nu }R^{\mu \nu }$$ Q = R μ ν R μ ν and $$P=R_{\mu \nu \alpha \beta }R^{\mu \nu \alpha \beta }$$ P = R μ ν α β R μ ν α β are quadratic geometric invariants. …”
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On the Poisson transform on a homogenous vector bundle over the quaternionic hyperbolic space by Ouald Chaib, Achraf

“…Let $K\times _M V$ be the homogenous vector bundle over $K/M=Sp(n)\times Sp(1)/Sp(n-1)\times Sp(1)$ associated to an irreducible representation $(\delta _{\nu }, V)$ of Sp(1). We give an image characterization of the Poisson transform $\mathcal{P}_{\lambda ,\nu }$ of $L^{2}$-section of $K\times _M V$. …”
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Multi-level analysis of gut microbiome extracellular vesicles-host interaction reveals a connection to gut-brain axis signaling by Walid Mottawea, Basit Yousuf, Salma Sultan, Tamer Ahmed, JuDong Yeo, Nico Hüttmann, Yingxi Li, Nour Elhouda Bouhlel, Hebatoallah Hassan, Xu Zhang, Zoran Minic, Riadh Hammami

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Towards Emotion Detection in Educational Scenarios from Facial Expressions and Body Movements through Multimodal Approaches by Mar Saneiro, Olga C. Santos, Sergio Salmeron-Majadas, Jesus G. Boticario

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Analysis of global dynamics in an attraction-repulsion model with nonlinear indirect signal and logistic source by Chang-Jian Wang, Jia-Yue Zhu

“…\end{equation*} $\end{document} under the boundary conditions of $ \frac{\partial{v}}{\partial{\nu}} = \frac{\partial{w_{1}}}{\partial{\nu}} = \frac{\partial{w}}{\partial{\nu}} = \frac{\partial{w_{2}}}{\partial{\nu}} $ on $ \partial \Omega, $ where $ \Omega $ was a bounded smooth domain of $ \mathbb{R}^{n}(n\geq 1), \; \nu $ was the normal vector of $ \partial\Omega, $ and the parameters were $ \lambda, \mu, \xi, \chi, \kappa_{1}, \; \kappa_{2}, \kappa_{3} > 0, $ and $ \kappa > 1. $ In this paper, we showed that if either $ \kappa_{1}\kappa_{2} < \max\{\frac{2}{n}, \kappa_{3}, \kappa-1\} $ or $ \kappa_{1}\kappa_{2} = \max\{\frac{2}{n}, \kappa_{3}, \kappa-1\} $ with the coefficients and initial data satisfying appropriate conditions, then the system possessed a global classical solution. …”
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Chemical Composition, Antifungal, and Cytotoxicity Activities of Inga laurina (Sw.) Willd Leaves by Carla de Moura Martins, Sérgio A. L. de Morais, Mário M. Martins, Luís C. S. Cunha, Cláudio V. da Silva, Carlos H. G. Martins, Luís F. Leandro, Alberto de Oliveira, Francisco J. T. de Aquino, Evandro A. do Nascimento, Roberto Chang

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Sensory Behaviours and Resting Parasympathetic Functions among Children with and without ADHD by Ivan Neil Gomez, Lissa Martha Domondon, Hector WH Tsang, Chetwyn CH Chan, Cynthia YY Lai

“…Baseline parasympathetic functions were indexed using the normalized unit of heart rate variability high-frequency bands (HF n.u.). Children underwent an experimental protocol consisting of watching a silent cartoon movie while HF n.u. is continuously monitored, within a controlled environment. …”
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Multi-omics unveils strain-specific neuroactive metabolite production linked to inflammation modulation by Bacteroides and their extracellular vesicles by Basit Yousuf, Walid Mottawea, Galal Ali Esmail, Nazila Nazemof, Nour Elhouda Bouhlel, Emmanuel Njoku, Yingxi Li, Xu Zhang, Zoran Minic, Riadh Hammami

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Identification of proteins that can participate in the recruitment of Ttk69 to genomic sites of Drosophila melanogaster by I. S. Osadchiy, T. N. Fedorova, P. G. Georgiev, O. G. Maksimenko

“…One of the key regulators of early development is the BTB-containing protein Ttk (tramtrack), which is able to interact with the Drosophila nucleosome remodeling and histone deacetylation (dNuRD) complex. Ttk69 directly interacts with two protein components of the dNuRD complex, dMi-2 and MEP1. …”
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Application of Response Surface Methodology for Optimization of Urea Grafted Multiwalled Carbon Nanotubes in Enhancing Nitrogen Use Efficiency and Nitrogen Uptake by Paddy Plants by Norazlina Mohamad Yatim, Azizah Shaaban, Mohd Fairuz Dimin, Faridah Yusof, Jeefferie Abd Razak

“…The UF-MWCNTs with optimized 0.5 wt% f-MWCNTs treated at 21 hrs reflux time achieve tremendous NUE up to 96% and NU at 1180 mg/pot. Significant model terms (p value < 0.05) for NUE and NU responses were confirmed by the ANOVA. …”
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Approximating Common Fixed Points for a Finite Family of Asymptotically Nonexpansive Mappings Using Iteration Process with Errors Terms by Seyit Temir, Adem Kiliçman

“…We give {xn} defined by x1∈K,xn+1=(1-a1n-b1n)yn+m-2+a1nT1nyn+m-2+b1nu1n,yn+m-2=(1-a2n-b2n)yn+m-3+a2nT2nyn+m-3 +b2nu2n,…,yn+2=(1-a(m-2)n-b(m-2)n)yn+1+a(m-2)nTm-2nyn+1+b(m-2)nu(m-2)n,yn+1=(1-a(m-1)n -b(m-1)n)yn+a(m-1)nTm-1nyn+b(m-1)nu(m-1)n,yn=(1-amn-bmn)xn+amnTmnxn+bmnumn,m≥2,n≥1. …”
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Neutrinoless double beta decay from scalar leptoquarks: interplay with neutrino mass and flavor physics by P. S. Bhupal Dev, Srubabati Goswami, Chayan Majumdar, Debashis Pachhar

“…We find that the most stringent constraint on the parameter space comes from μ → e conversion in nuclei and K + → π + ν ν ¯ $$ {K}^{+}\to {\pi}^{+}\nu \overline{\nu} $$ decay. We also point out a tension between the muon and electron (g – 2) anomalies in this context. …”
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THEOLOGICAL PERSPECTIVE OF NAHDLATUL ULAMA AND MUHAMMADIYYAH LEADERS IN FACING THE COVID-19 PANDEMIC by Ahmad Munjin Nasih, Nur Faizin, Achmad Sultoni, Titis Thoriquttyas

“…This study aims to portray the theological perspective related to the destiny (al-qada' and al-qadar) of NU and Muhammadiyah leaders in Indonesia during the Covid-19 pandemic. …”
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Necessary conditions for the positivity of Littlewood–Richardson and plethystic coefficients by Gutiérrez, Álvaro, Rosas, Mercedes H.

“…Explicitly, our main result states that if $S^\lambda (V)$ appears as a summand in the decomposition into irreducibles of $S^\mu (S^\nu (V))$, then $\nu $’s diagram is contained in $\lambda $’s diagram.…”
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Form factors of $$\varLambda _b^0 \rightarrow \varLambda _c(2595)^+$$ Λ b 0 → Λ c ( 2595 ) + within light-cone QCD sum rules by Hui-Hui Duan, Yong-Lu Liu, Qin Chang, Ming-Qiu Huang

“…This parameter is defined as the ratio of branching fractions $$\mathcal {B}r(\varLambda _b^0 \rightarrow \varLambda _c(2595)^+\tau ^-\bar{\nu }_\tau )$$ B r ( Λ b 0 → Λ c ( 2595 ) + τ - ν ¯ τ ) and $$\mathcal {B}r(\varLambda _b^0 \rightarrow \varLambda _c(2595)^+\mu ^-\bar{\nu }_\mu )$$ B r ( Λ b 0 → Λ c ( 2595 ) + μ - ν ¯ μ ) . …”
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