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Titlebook: Recent Developments in Algebra and Analysis; International Confer Ho-Hon Leung,R. Sivaraj,Firuz Kamalov Conference proceedings 2024 The Edi

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Interpretation of Skew Ideals with Relators in Join Skew Semilattice of algebra is an interesting topic. The natural concept of an ideal perchance deduced out of the concept of order structure on the subject of skew lattices. We present and characterize the skew semilattice and distributive skew semilattice in this paper. It is assumed that a distributive skew semil
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Integrated Tomato Cultivation Using Backpropagation Neural Network on Bipolar Fuzzy Setsof diseases on crops. Application of nutrients enhances the returns of crops. Here, backpropagation neural network on bipolar fuzzy sets is enforced to optimize the requirement of nutrients and insecticides to obtain maximum returns of tomato plants. The nutrients nitrogen, potassium, and phosphorus
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Cryptographic Coding of Some Fibonacci Type Numbers to Determine Repeated Steps of Their Residues residues for integer modulo from 2 to 10. It particularly focused to study repeated steps of residues of Fibonacci, Lucas, Pell, Pell-Lucas, Jacobistal, Jacobistal-Lucas, and Narayana numbers. In cryptographic coding, repeated steps of residues are useful for public sector, and nonresidues are usef
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On Permutation Distributive BI-Algebrass and how they may be used to form various types of superstructures. Their fundamental characteristics have been studied in this work. We looked at permutation BI-ideal, permutation BI-algebra, and permutation right (left) distributive BI-algebra. For the first time, we looked at some novel ideas in
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