A Method of Finding Source Function for Inverse Diffusion Problem with Time-Fractional Derivative by Vildan Gülkaç

“…The Homotopy Perturbation Method is developed to find a source function for inverse diffusion problem with time-fractional derivative. …”
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SOLUTION OF AN INVERSE PARABOLIC PROBLEM WITH UNKNOWN SOURCE-FUNCTION AND NONCONSTANT DIFFUSIVITY VIA THE INTEGRAL EQUATION METHODS

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Numerical Bichromatic Wave Generation Using Designed Mass Source Function by Min-yi Chen, Hong-sheng Zhang, En-xian Zhou, Da-li Xu

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On the Inverse Problem of the Fractional Heat-Like Partial Differential Equations: Determination of the Source Function by Gülcan Özkum, Ali Demir, Sertaç Erman, Esra Korkmaz, Berrak Özgür

“…The study in this paper mainly concerns the inverse problem of determining an unknown source function in the linear fractional differential equation with variable coefficient using Adomian decomposition method (ADM). …”
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On the source problem for the diffusion equations with conformable derivative by Van Anh Nghiem Thi, Anh Tuan Vu, Dinh Long Le, Vuong Nguyen Doan

“…In this article, we are interested in the problem of finding the source function of the diffusions equations \(\partial_{t}^\alpha - \Delta u =  f(x)\) (where \(f\) as the unknown source function and \(\alpha\in (0,1)\)). …”
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Resource footprint of activities as an element of the digital twin of the enterprise by M. Samosudov

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A Critique and Review on the Book Human Resource Management and Personnel Affairs by Elham Ebrahimi

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Optical Cryptanalysis Method Using Wavefront Shaping by Meihua Liao, Dajiang Lu, Wenqi He, Xiang Peng

“…In this paper, a practical optical cryptanalysis method using wavefront shaping is proposed. Considering that the confusion and diffusion of information in the optical cryptosystem are actually caused by scattering effect of random phase mask(s), the proposed method employs a point source function and the feedback-based optimization algorithm, which can obtain an equivalent key of the optical cryptosystem. …”
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Methods of Assessing Efficiency of Intangible Resources in E-Trade by A. F. Nikishin, E. A. Mayorova, O. S. Karashсhuk

“…To choose a method of assessing intangible resources of e-trade organizations the following characteristics were taken into account: predominating share of intangible resources in the structure of overall reserves of the organization; the availability of non-identified intangible resources (usually they play an auxiliary role during other resource functioning); a bigger share of identified section of intangible resources in comparison with traditional trade; prevailing share of technologies in the structure of overall intangible resources. …”
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Thermal Properties of Short Fibre Composites Modeled by Meshless Method by Vladimír Kompiš, Zuzana Murčinková

“…The developed method of continuous source functions is a boundary meshless method reducing the problem considerably comparing to other methods like FEM, BEM, meshless methods, or fast multipole BEM formulation.…”
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The Methodical Principles of Analyzing and Ensuring the Economic Security of Enterprises in the Aviation Industry by Panchenko Volodymyr A.

“…Such elements of economic security of an enterprise in the aviation industry as the content characteristics of security, its concepts, components, methods of analysis, identification of risks and threats, construction of a management system and security assurance are analyzed. …”
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Extension of the First-Order Recursive Filters Method to Non-Linear Second-Kind Volterra Integral Equations by Rodolphe Heyd

“…Unlike most numerical methods based on the Laplace transformation, the IIRFM-A method has the dual advantage of requiring neither the calculation of the Laplace transform of the source function nor that of intermediate inverse Laplace transforms. …”
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Spectrum-effect relationship of immunologic activity of Ganoderma lucidum by UPLC-MS/MS and component knock-out method by Changqin Li, Yiping Cui, Jie Lu, Lijun Meng, Changyang Ma, Zhenhua Liu, Yan Zhang, Wenyi Kang

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Analysis Method for the Pouring Stage of Concrete-Filled Steel Tube (CFST) Arch Bridges Considering Time-Varying Heat of Hydration and Elastic Modulus by Mengsheng Yu, Xinyu Yao, Kaizhong Xie, Tianzhi Hao, Xirui Wang

“…Secondly, the equivalent application method of the hydration heat temperature field of the bar system model was proposed. …”
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On the stable approximate solution of the ill-posed boundary value problem for the Laplace equation with homogeneous conditions of the second kind on the edges at inaccurate data o... by Evgeniy B. Laneev, Alexander V. Klimishin

“…To obtain an approximate stable solution of the integral equation, the Tikhonov regularization method is applied when the solution is obtained as an extremal of the Tikhonov functional. …”
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NUMERICAL STUDY OF COEXISTENCE OF POPULATIONS IN AN ENVIRONMENTAL NICHE by Alexander Vladimirovich Budyanskiy, Mikhail Gennadyevich Kruglikov, Vyacheslav Georgiyevich Tsybulin

“…The simulation experiment is based on the method of straight lines, and on the scheme of staggered grids. …”
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Inverse Source Problem for a Multiterm Time-Fractional Diffusion Equation with Nonhomogeneous Boundary Condition by L. L. Sun, X. B. Yan

“…The inverse problem is solved by the Levenberg-Marquardt regularization method, and an approximate source function is found. …”
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Advances in the detection of virulence genes of Staphylococcus aureus originate from food by Yingying Zhao, Dandan Xia, Panpan Ma, Xiaofeng Gao, Wenyi Kang, Jinfeng Wei

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Investigation on the Radar Scattering and Doppler Spectrum From Trimaran Based on the Motion of Six Degrees of Freedom by Yuxin Deng, Jinxing Li, Wangqiang Jiang, Min Zhang

“…First, based on the Reynolds-averaged Navier–Stokes equations, the interpolation wave-making method is proposed for the prediction of the six degrees of freedom motion of the trimaran. …”
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The Existence of Solution of Diffusion Equation with the General Conformable Derivative by Shanshan Li, Shuqin Zhang, Ruiying Liu

“…Furthermore, by employing the variable separation method, this paper obtains some existence results and the asymptotic behavior of the classical solution.…”
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