raisinghania integral transform

ularly advantageous for boundary value problems with complex geometries. Advantages of Raisinghania Transform Tailored kernel functions for specific boundary conditions. Better handling of non-uniform domains. Enhanced capability to

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ordinary and partial differential equations raisinghania

th modern applications, often emphasizing solution methods, boundary value problems, and analytical techniques. His publications, notably textbooks and research monographs, have become essential references for students and researcher

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