Ph.D. (Pursuing), IIIIT-Vadodara - International Campus Diu (IIITV-ICD).
M.Sc. (Computer Science), Banaras Hindu University (BHU) in 2023 with CGPA 6.91.
B.Tech. (Computer Science and Engineering), Dr. A.P.J. Abdul Kalam Technical University in 2021 with 7.73 CGPA
Intermediate (10+2), UP Board in 2017 with 63%
High School, UP Board in 2015 with 77.33%.
RESEARCH, TEACHING, or OTHER INTERESTS
Computer Engineering, Computer Vision and Pattern Recognition, Mathematics, Computational Theory and Mathematics
Fractal surfaces in Lebesgue spaces with respect to fractal measures and associated fractal operators Rattan Lal, Subhash Chandra, Ajay Prajapati Chaos Solitons and Fractals, 2024 The goal of this article is to study the fractal surfaces and associated fractal operator on Lebesgue spaces with respect to fractal measures. First, we show that fractal surfaces belongs to Lebesgue spaces under certain conditions. Then, we define a fractal operator on Lebesgue spaces and discuss some analytical properties of it. Moreover, we show the existence of Schauder basis of the associated fractal functions for the space L q ( I × J , μ p ) . In the end, we draw some graph of fractal surfaces for the various scaling factors and mention some future directions.