![Multiple Time Series Classification by Using Continuous Wavelet Transformation | by Sebastian Feike | Towards Data Science Multiple Time Series Classification by Using Continuous Wavelet Transformation | by Sebastian Feike | Towards Data Science](https://miro.medium.com/v2/resize:fit:1400/1*-su28CM6ygrh37EUvxrUFw.png)
Multiple Time Series Classification by Using Continuous Wavelet Transformation | by Sebastian Feike | Towards Data Science
![discrete signals - Inverse continuous wavelet transform off by constant factor in the y axis - Signal Processing Stack Exchange discrete signals - Inverse continuous wavelet transform off by constant factor in the y axis - Signal Processing Stack Exchange](https://i.stack.imgur.com/aGVwd.png)
discrete signals - Inverse continuous wavelet transform off by constant factor in the y axis - Signal Processing Stack Exchange
Gabriel Peyré on X: "The continuous wavelet transform was introduced by Grossman and Morlet. The decay of wavelet coefficients across scales characterizes the local regularity of a function. https://t.co/ae8KFX4WhE https://t.co/z26tSO0b4i" / X
![HESS - Stochastic simulation of streamflow and spatial extremes: a continuous, wavelet-based approach HESS - Stochastic simulation of streamflow and spatial extremes: a continuous, wavelet-based approach](https://hess.copernicus.org/articles/24/3967/2020/hess-24-3967-2020-f02-web.png)
HESS - Stochastic simulation of streamflow and spatial extremes: a continuous, wavelet-based approach
![Electronics | Free Full-Text | Wavelet Transform Analysis of Heart Rate to Assess Recovery Time for Long Distance Runners Electronics | Free Full-Text | Wavelet Transform Analysis of Heart Rate to Assess Recovery Time for Long Distance Runners](https://www.mdpi.com/electronics/electronics-09-02189/article_deploy/html/images/electronics-09-02189-g001.png)