Finite-Time Stability of Solutions for Nonlinear q-Fractional Difference Coupled Delay Systems by Jingfeng Wang, Chuanzhi Bai

“…In this paper, we investigate and prove a new discrete q-fractional version of the coupled Gronwall inequality. …”
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PWS/AS MS-MLPA Confirms Maternal Origin of 15q11.2 Microduplication by Angelika J. Dawson, Janice Cox, Karine Hovanes, Elizabeth Spriggs

“…The proximal region of the long arm of chromosome 15q11.2-q13 is associated with various neurodevelopmental disorders, including Prader-Willi (PWS) and Angelman (AS) syndromes, autism, and other developmental abnormalities resulting from deletions and duplications. …”
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RISKS REDUCING THROUGH INTELLIGENT HEADLIGHT MANAGEMENT: OPTIMIZING Q-LEARNING FOR ELECTRIC VEHICLES by Pitchaya Jamjuntr, Chanchai Techawatcharapaikul, Pannee Suanpang

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Development and validation of the Quran – Science, Technology, Engineering, Art, And Mathematics (Q-STEAM) module by Muzakkir, Rose Amnah Abd Rauf, Hutkemri Zulnaidi

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Food for thought: interpreting the parable of the loyal and wise slave in Q 12:42-44 by L. Howes

“… The parable of the loyal and wise slave appears in Q 12:42-46 (Matt. 24:45-51; Luke 12:42-46). I have argued elsewhere that verses 45-46 were added to verses 42-44 by Q’s main redactor. …”
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On Nonnegative Solutions of Fractional q-Linear Time-Varying Dynamic Systems with Delayed Dynamics by M. De la Sen

“…The dynamic systems are described based on q-calculus and Caputo fractional derivatives on any order.…”
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Some Sufficient Conditions for Analytic Functions to Belong to 𝒬𝐾,0(𝑝,𝑞) Space by Xiaoge Meng

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q-Genocchi Numbers and Polynomials Associated with Fermionic p-Adic Invariant Integrals on ℤp by Leechae Jang, Taekyun Kim

“…Finally, we derive the following interesting formula: Gn+k,q(k)(x)=2kk!(n+kk)∑l=0∞∑d0+d1+⋯+dk=k−1,di∈ℕ(−1)l(l+x)n, where Gn+k,q(k)(x) are the q-Genocchi polynomials of order k.…”
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qTrustNet Virtual Private Network (VPN): Enhancing Security in the Quantum Era by Hyoungsub Shim, Bongho Kang, Haejung Im, Duhyun Jeon, Seok-Min Kim

“…This paper introduces qTrustNet VPN, a next-generation Virtual Private Network (VPN) designed to enhance security in the quantum era. …”
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Spontaneous splenic rupture associated with Q fever and portal hypertension: A case report by Cecil Mustafiz, Cecil Mustafiz, Deloshaan Subhaharan, Deloshaan Subhaharan, Daniel Chorley, Tariq Masood

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Clinical diagnosis of Q fever by targeted next-generation sequencing for identification of Coxiella burnetii by Shaohua Zhan, Haoyuan Jin, Hanbing Ji, Xin Hou, Jing Li, Ye Zhang, Jiajia Zheng, Liyan Cui

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Scattering State of Klein-Gordon Particles by q-Parameter Hyperbolic Poschl-Teller Potential by Akpan Ndem Ikot, Hillary P. Obong, Israel O. Owate, Michael C. Onyeaju, Hassan Hassanabadi

“…The one-dimensional Klein-Gordon equation for equal vector and scalar q-parameter hyperbolic Poschl-Teller potential is solved in terms of the hypergeometric functions. …”
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Detection of Viable Zygosaccharomyces rouxii in Honey and Honey Products via PMAXX-qPCR by Shiqiong Chen, Qingyan Tang, Jianqiang Geng, Yanqin Liu, Jie Jiang, Xuefeng Cai, Hong Cao, Yantao Wu, Yan Ren, Kai Liu, Yue Cao

“…In the other eight plate count zero but PMAXX-qPCR-positive samples, further verification experiments showed that six of the PMAXX-qPCR-positive samples contained viable but nonculturable (VBNC) Z. rouxii, while the other two PMAXX-qPCR-positive samples may have contained DNA contamination of Z. rouxii. …”
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USE OF REAL-TIME qRT-PCR FOR FMD VIRUS DETECTION IN CATTLE MILK by A. M. Timina, S. N. Fomina, Т. К. Mayorova

“…The possibility of using real-time qRT-PCR for FMD virus detection in cattle milk was assessed. …”
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Path Planning of Unmanned Helicopter in Complex Environment Based on Heuristic Deep Q-Network by Jiangyi Yao, Xiongwei Li, Yang Zhang, Jingyu Ji, Yanchao Wang, Yicen Liu

“…Aiming at this problem, a heuristic deep Q-network (H-DQN) algorithm is proposed. First, as part of the comprehensive reward function, a heuristic reward function is designed. …”
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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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Gαq Regulates the Development of Rheumatoid Arthritis by Modulating Th1 Differentiation by Dashan Wang, Yuan Liu, Yan Li, Yan He, Jiyun Zhang, Guixiu Shi

“…The Gαq-containing G protein, an important member of Gq/11 class, is ubiquitously expressed in mammalian cells. …”
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Multiplicity of Positive Solutions for a p-q-Laplacian Type Equation with Critical Nonlinearities by Tsing-San Hsu, Huei-Li Lin

“…We study the effect of the coefficient f(x) of the critical nonlinearity on the number of positive solutions for a p-q-Laplacian equation. Under suitable assumptions for f(x) and g(x), we should prove that for sufficiently small λ>0, there exist at least k positive solutions of the following p-q-Laplacian equation, -Δpu-Δqu=fxu|p*-2u+λgxu|r-2u  in  Ω, u=0   on   ∂Ω, where Ω⊂RN is a bounded smooth domain, N>p, 1<q<N(p-1)/(N-1)<p≤max⁡{p,p^*-q/(p-1)}<r<p^*, p^*=Np/(N-p) is the critical Sobolev exponent, and Δsu=div(|∇u|s-2∇u is the s-Laplacian of u.…”
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A Study of Nonlinear Fractional q-Difference Equations with Nonlocal Integral Boundary Conditions by Ahmed Alsaedi, Bashir Ahmad, Hana Al-Hutami

“…This paper is concerned with the existence and uniqueness of solutions for a boundary value problem of nonlinear fractional q-difference equations with nonlocal integral boundary conditions. …”
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Complete verification of strong BSD for many modular abelian surfaces over ${\mathbf {Q}}$ by Timo Keller, Michael Stoll

“…We develop the theory and algorithms necessary to be able to verify the strong Birch–Swinnerton-Dyer Conjecture for absolutely simple modular abelian varieties over ${\mathbf {Q}}$ . We apply our methods to all 28 Atkin–Lehner quotients of $X_0(N)$ of genus $2$ , all 97 genus $2$ curves from the LMFDB whose Jacobian is of this type and six further curves originally found by Wang. …”
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