Solving Differential Equation via Orthogonal Branciari Metric Spaces by Senthil Kumar Prakasam, Arul Joseph Gnanaprakasam, Gunaseelan Mani, Santosh Kumar

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Solutions for Impulsive Fractional Differential Equations via Variational Methods by Peiluan Li, Hui Wang, Zheqing Li

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On Atangana–Baleanu-Type Nonlocal Boundary Fractional Differential Equations by Mohammed A. Almalahi, Satish K. Panchal, Mohammed S. Abdo, Fahd Jarad

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Existence of the Unique Nontrivial Solution for Mixed Fractional Differential Equations by Yujing Liu, Chenguang Yan, Weihua Jiang

“…Furthermore, the expression of Green’s function is derived, and its properties are investigated. …”
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Multiple Solution Results for Perturbed Fractional Differential Equations with Impulses by Peiluan Li, Liang Xu, Peiyu Li, Hui Wang

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Oscillation Criteria of Fourth-Order Differential Equations with Delay Terms by Shoura Ahmed Balatta, Ishak Hashim, Ahmad Sami Bataineh, Eddie Shahril Ismail

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Solving Fractional Differential Equations by Using Triangle Neural Network by Feng Gao, Yumin Dong, Chunmei Chi

“…Then, based on the technique of minimizing the loss function of the neural network, the proposed numerical methods reduce the fractional differential equation into a gradient descent problem or the quadratic optimization problem. …”
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The Ulam Stability of Fractional Differential Equation with the Caputo-Fabrizio Derivative by Shuyi Wang

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On Fuzzy Fixed Points and an Application to Ordinary Fuzzy Differential Equations by Eskandar Ameer, Hassen Aydi, Muhammad Arshad

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Approximation by First-Order Linear Differential Equations with an Initial Condition by Jaiok Roh, Soon-Mo Jung

“…We will consider a continuously differentiable function y:I→R satisfying the inequality pty′t-qtyt-rt≤ε for all t∈I and yt0-α≤δ for some t0∈I and some α∈R. …”
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Products of Composition and Differentiation Operators from Bloch into QK Spaces by Shunlai Wang, Taizhong Zhang

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Stability and Stabilization for a Class of Semilinear Fractional Differential Systems by Badawi Hamza Elbadawi Ibrahim, Qixiang Dong, Zhengdi Zhang

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A general cubic spline smooth semi-supervised support vector machine by ZHANG Xiao-dan, MA Jing-gai

“…A general cubic spline function with 2 times differentiable at zero point was deduced by a general three-moment method and was used to approach the non-smooth part in the semi-supervised support vector machine. …”
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Targeted plasma metabolomics reveals potential biomarkers of the elderly with mild cognitive impairment in Qingdao rural area by Yuchi Meng, Murong Cheng, Hongyan Qu, Zhenxue Song, Ling Zhang, Yuanjun Zeng, Dongfeng Zhang, Suyun Li

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C-Type Ops Transformation by Ahmad Lazwardi, Iin Ariyanti, Soraya Djamilah

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Duplicate elimination algorithm for data streams with SKIP Bloom filter by Hai-na TANG, Xiao-la LIN, Chun-jing HAN

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The Derivation of a Multiquadric Variant Solver for the Three-Dimensional Heston-Hull-White PDE by Shuai Wang, Ziyang Wang, Yunfei Qi, Tao Liu

“…We propose a local radial basis function–finite difference (RBF–FD) framework under the integration of a new variant of the multiquadric function for efficiently resolving the model. …”
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Improved Quantization Method of Coupled Circuits in Charge Discrete Space by Jin-Ying Ma, Weiran Zhao, Weilin Wang, Zhan-Yuan Yan

“…Both the perturbation method suitable case and the improved perturbation method suitable case, the wave functions, and energy level of the system are achieved. …”
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Dynamics of Population Patch Distribution by Alexander N. Kirillov, Inna V. Danilova

“…The Boltzmann distribution is a particular solution of the proposed system of differential equations. The Lyapunov stability condition for the Boltzmann distribution is obtained.The utility functions of the patches, which depend on the population − patch distance and on the measure of the information certainty, are introduced. …”
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Identification of a simplified mathematical model of an unmanned aerial vehicle by A. A. Lobaty, Y. F. Yatsyna, S. S. Prohorovith, Y. A. Hvitko

“…The analytical substantiation of the need to apply the methods of linearization of the mathematical model of UAV movement and the accepted assumptions for obtaining differential equations of UAV movement relative to the center of mass, allowing to synthesize the required transfer function of the corresponding element of the UAV control system. …”
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