Titlebook: Soft Computing: Theories and Applications; Proceedings of SoCTA Rajesh Kumar,Ajit Kumar Verma,Tanu Wadehra Conference proceedings 2024 The

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Sachin Sawant,Siddhant Ghodke,Dnyaneshwari Ghuge,Kanishka Ghodake,Shivam Ghodake,Aditya Ghuge,Darshano state constraints are assumed on the lower level problem, thus the local minimum principle applies directly. Secondly, the problem setting is augmented by pure state constraints, which are being handled by virtual controls in order to regularize the problem.

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Tarun Kumar,M. K. Sharmantially swept out by driving an Euler elastica through a block of EPS. This paper will be centered around the mathematical challenges encountered in the implementation of this idea. Since the elastica themselves are well known and described in the works of Euler et al. already in eighteenth century,

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An Extensive Review on Designing of Blood Bank Management System,as type, address, and other necessary details. It also stores the details of the patient and number of blood bags required by the patient. It also stores the quantity of blood bag stored in the blood bank. Then in website it will show the details of the donor, and according to the requirements of patient, patient can contact to the donor.

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Image Super Resolution Using Extensive Residual Network (ERN) for Orange Fruit Disease Detection, achieves significant results on the orange fruit greening disease dataset, obtaining high PSNR values 31.98, 32.785, and 34.853, SSIM values 0.8164, 0.9057, and 0.9164, and classification accuracies 99.24%, 98.71%, and 97.46% for super resolution factors of 2, 4, and 6, respectively.

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,A Powerful High-Order B-Spline Galerkin Technique for Numerical Solutions of Advection-Diffusion Eqwo numerical problems. The numerical results indicate that the present scheme performs well and correctly with the higher-order B-spline functions. To see the performance of the method, the error norms . and . are measured.

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,Numerical Simulations of Third-Order Singularly Perturbed Boundary Value Problems,ults are compared with the numerical results that exist in the literature like the method presented by Mishra (Am J Numer Anal 3(1):18–24, 2015) [.]. This demonstrates that the approximate solutions produced by the numerical algorithm developed using the QTBS are better than the regular quartic B-spline (QBS).