Asymptotic results for the distributional fractional Stockwell and fractional wavelet transforms

Key Points

• The analysis provides novel insights into the asymptotic behavior of fractional transforms, enhancing our understanding of their distribution.
• Key findings indicate that fractional wavelet transforms exhibit distinct asymptotic properties compared to traditional wavelets.
• The observational analysis examines various mathematical models, contributing to a deeper understanding of fractional transformations.
• These results highlight the potential for improved analytical methods, pointing toward new applications in signal processing.