Number plate recognition smart parking management system using IoT by Allah Ditta, Muhammad Maroof Ahmed, Tehseen Mazhar, Tariq Shahzad, Yazan Alahmed, Habib Hamam

Subjects: “…Automatic Number Plate Recognition (ANPR)…”
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On the distribution of distance signless Laplacian eigenvalues with given independence and chromatic number by Shariefuddin Pirzada, Saleem Khan, Francesco Belardo

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2021–2022 Florida Citrus Production Guide: Useful Telephone Numbers by Jason A. Ferrell, Frederick M. Fishel

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Network-level reproduction number and extinction threshold for vector-borne diseases by Ling Xue, Caterina Scoglio

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Non-Integer Valued Winding Numbers and a Generalized Residue Theorem by Norbert Hungerbühler, Micha Wasem

“…We define a generalization of the winding number of a piecewise C1 cycle in the complex plane which has a geometric meaning also for points which lie on the cycle. …”
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Certain Spaces of Functions over the Field of Non-Newtonian Complex Numbers by Ahmet Faruk Çakmak, Feyzi Başar

“…This paper is devoted to investigate some characteristic features of complex numbers and functions in terms of non-Newtonian calculus. …”
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Malmquist Productivity Index by Extended VIKOR Method Using Interval Numbers by Mohammad Fallah, Amir Mohajeri, Esmaeil Najafi

“…In this paper, productivity of alternatives available in decision matrix with interval numbers and their improvement or deterioration is researched. …”
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2019–2020 Florida Citrus Production Guide: Useful Telephone Numbers by Frederick M. Fishel

“…PI-15/CG030: 2022–2023 Florida Citrus Production Guide: Useful Telephone Numbers (ufl.edu) …”
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Chromatic Numbers of Suborbital Graphs for the Modular Group and the Extended Modular Group by Wanchai Tapanyo, Pradthana Jaipong

“…This research studies the chromatic numbers of the suborbital graphs for the modular group and the extended modular group. …”
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New Sharp Bounds for the Bernoulli Numbers and Refinement of Becker-Stark Inequalities by Hua-feng Ge

“…We obtain new sharp bounds for the Bernoulli numbers: 2(2n)!/(π2n(22n−1))<|B2n|≤(2(22k−1)/22k)ζ(2k)(2n)!…”
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2018–2019 Florida Citrus Production Guide: Useful Telephone Numbers by Frederick M. Fishel

“…PI-15/CG030: 2022–2023 Florida Citrus Production Guide: Useful Telephone Numbers (ufl.edu) …”
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The Metric Chromatic Number of Zero Divisor Graph of a Ring Zn by Husam Qasem Mohammad, Shaymaa Haleem. Ibrahem, Luma Ahmed Khaleel

“…If ca≠cb, for any adjacent vertices a and b of Γ, then c is called a metric colouring of Γ as well as the smallest number k satisfies this definition which is said to be the metric chromatic number of a graph Γ and symbolized μΓ. …”
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Pseudo-Random Number Generators for Stochastic Computing (SC): Design and Analysis by Pilin Junsangsri, Fabrizio Lombardi

Subjects: “…Pseudo–random number generator (RNG)…”
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Electron Number Density and Coherence Length of Boson-Fermion Pair in HTSC by Abel Mukubwa

“…Heavier dopants lower the critical temperature while lighter dopants increase the critical temperature of a superconductor. The number density of electrons is also found to be proportional to the square of critical temperature Tc while the size of a boson-fermion pair condensate (BFPC) is proportional to Tc−2/3. …”
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A Note on the Modified q-Bernoulli Numbers and Polynomials with Weight α by T. Kim, D. V. Dolgy, S. H. Lee, B. Lee, S. H. Rim

“…The study of these numbers and polynomials yields an interesting q-analogue related to Bernoulli numbers and polynomials.…”
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When the days are(n’t) numbered: Calendar calculations in transparent and opaque systems by Ziyi Zhuang, Norbert Vanek

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On the 𝑞-Genocchi Numbers and Polynomials with Weight 𝛼 and Weak Weight 𝛽 by J. Y. Kang, H. Y. Lee, N. S. Jung

“…We construct a new type of 𝑞-Genocchi numbers and polynomials with weight 𝛼 and weak weight 𝛽∶𝐺(𝛼,𝛽)𝑛,𝑞,𝐺(𝛼,𝛽)𝑛,𝑞(𝑥), respectively. …”
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2018–2019 Florida Citrus Production Guide: Useful Telephone Numbers by Frederick M. Fishel

“…PI-15/CG030: 2022–2023 Florida Citrus Production Guide: Useful Telephone Numbers (ufl.edu) …”
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Scheme Configuration of Deformable Spherical Robots Based on Fuzzy Rough Number by Fang Shihao, Qin Jianjun, Cao Yu, Shao Pai, Liu Xingjie

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On the Number of Limit Cycles of a Piecewise Quadratic Near-Hamiltonian System by Jing Tian

“…This paper is concerned with the problem for the maximal number of limit cycles for a quadratic piecewise near-Hamiltonian system. …”
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