JOURNALS

• Variation diminishing convolution kernels associated with fractional Hankel-type transform, Akhilesh Prasad, S. K. Verma and U. K. Mandal - Afrika Matematica.32, 1503-1517, (2021).
• Composition of wavelet transforms, and wave packet transform involving Kontorovich-Lebedev transform, U. K. Mandal, S. K. Verma and Akhilesh Prasad-Filomat, 35 (1), 47-60 (2021)
• Wavelet transforms associated with the index Whittaker transform, Akhilesh Prasad, Jeetendrasingh Maan and Sandeep Kumar Verma - Mathematical Methods in the Applied Sciences, 44(13), 10734-10752 (2021)
• Characterization of Weyl operator in terms of Mehler–Fock transform - Sandeep Kumar Verma and Akhilesh Prasad - Mathematical Methods in the Applied Sciences- 43(15), 9119-9128 (2020)
• Zero-order Mehler-Fock transform and Sobolevtype space- Akhilesh Prasad, U. K. Mandal and S. K. Verma- Mathematical Inequalities & Applications, 22 (2), 761-775 (2020)
• Heat kernel in the framework of zero order MehlerFock transform, Akhilesh Prasad and S. K. Verma- Complex Analysis and Operator Theory, 13 (7), 3235-3249 (2019)
• The Mehler-Fock-Clifford transform and pseudo-differential operator on function spaces, Akhilesh Prasad and S. K. Verma- Filomat, 33 (8), 2457-2469 (2019)
• Continuous wavelet transform associated with zero order Mehler-Fock transform and its composition, Akhilesh Prasad and S. K. Verma- International Journal of Wavelets, Multiresolution and Information Processing, 16 (6), pp.16 (2018)
• The convolution for zero order MehlerFock transform and pseudo-differential operator, Akhilesh Prasad, S. K. Verma and U. K. Mandal- Integral Transforms and Special Functions, 29 (3), 189-206 (2018)