0000-0002-8952-2002 About
Aajaz Ahmad Teali is a researcher from Kashmir, India. He obtained his B.Sc. in Mathematics in 2013 and his M.Sc. in Mathematics in 2016, both from the University of Kashmir, Jammu and Kashmir, India. He defended his Ph. D. thesis entitled, "Investigation of Geometric Wavelet Transforms in Clifford Algebras," at the Department of Mathematics at the University of Kashmir, South Campus, Anantnag in June 2023. Currently, he is working as an assistant professor at Lovely Professional University, Jalandhar, Punjab.
Dr. Teali's research is focused on time-frequency analysis, geometric algebra, inequalities, and frame theory. His research aims to develop and enhance multi-scale techniques for analyzing, modifying, and synthesizing multidimensional non-stationary signals. He has published more than 20 research articles in high-impact journals of international repute, showcasing his expertise in these areas.
In recognition of his outstanding academic achievements, Dr. Teali received the State Eligibility Test for Assistant Professor award from the JKSET agency in March 2018. He is also an active member of several scientific societies, including the Institute of Mathematical Statistics and the International Association of Engineers. Dr. Teali is committed to contributing to the academic community and serves as a peer reviewer for multiple impactful journals and mathematical review databases.
Employment
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Lovely Professional University Assistant Professor2023 - Present
Education
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University of Kashmir PhD2018 - 2023
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University of Kashmir M. Sc. in Mathematics2013 - 2016
Projects & Funding
Projects & funding information is unavailable.
Publications (29)
- Clifford‐Valued Bendlet Transforms: Theory and Localization Operators Save
- Novel wavelet transforms associated with the offset linear canonical transform Save
- Multi-scaled quaternion Wigner-Ville distribution and its applications Save
- Wave packet frames in linear canonical domains: construction and perturbation Save
- Linear canonical wavelet frames and their stability Save
- Reduced Biquaternion Windowed Linear Canonical Transform: Properties and Applications Save
- Convolution, Correlation, and Uncertainty Principles for the Quaternion Offset Linear Canonical Transform Save
- Scaling Wigner Distribution in the Framework of Linear Canonical Transform Save
- Coupled Fractional Wigner Distribution with Applications to LFM Signals Save
- Two-sided Clifford-valued Linear Canonical Transform: Properties and Mustard Convolution Save