Time series classification with random convolution kernels: pooling operators and input representations matter

Abstract Time series classification (TSC) is a fundamental problem in supervised learning, with applications in domains ranging from healthcare and finance to industrial monitoring. Recent advances based on random convolution kernels, such as ROCKET, MiniRocket, MultiRocket, and HYDRA, have demonstrated that large sets of randomly generated convolutional features combined with simple linear classifiers can achieve state-of-the-art accuracy at very low computational cost. These methods typically rely on fixed input representations and a small number of pooling operators, most commonly the proportion of positive values (PPV), to extract features from activation maps. However, the optimal choice of pooling operator and representation can vary substantially across datasets. In this work, we first provide an empirical analysis on the UCR archive showing that using a fixed pooling operator does not generally yield optimal performance, and that the best choice depends on the data. Motivated by this observation, we propose SelF-Rocket (Selected Features Rocket), a novel extension of MiniRocket that dynamically attempts to select the most appropriate combination of input representation and pooling operator during training. SelF-Rocket incorporates a feature selection module that adapts to each dataset, allowing it to select the most appropriate pooling operator and representation. Extensive experiments on the UCR benchmark demonstrate that SelF-Rocket achieves competitive or superior accuracy compared with existing random convolution kernel methods.

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Publication Details

Journal
Data Mining and Knowledge Discovery
Published
2026-09-21
DOI
https://doi.org/10.1007/s10618-026-01269-w
Primary Topic
Time Series Analysis and Forecasting
Type
article
Field-Weighted Citation Impact
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Time series classification with random convolution kernels: pooling operators and input representations matter

Fabrice Morganti, Mathieu Rossi, Gildąs Morvan, David Mercier et al.
Data Mining and Knowledge Discovery
Time Series Analysis and Forecasting
article

Time series classification with random convolution kernels: pooling operators and input representations matter

Fabrice Morganti, Mathieu Rossi, Gildąs Morvan, David Mercier, Mouhamadou Mansour Lo
article en

Abstract

Abstract Time series classification (TSC) is a fundamental problem in supervised learning, with applications in domains ranging from healthcare and finance to industrial monitoring. Recent advances based on random convolution kernels, such as ROCKET, MiniRocket, MultiRocket, and HYDRA, have demonstrated that large sets of randomly generated convolutional features combined with simple linear classifiers can achieve state-of-the-art accuracy at very low computational cost. These methods typically rely on fixed input representations and a small number of pooling operators, most commonly the proportion of positive values (PPV), to extract features from activation maps. However, the optimal choice of pooling operator and representation can vary substantially across datasets. In this work, we first provide an empirical analysis on the UCR archive showing that using a fixed pooling operator does not generally yield optimal performance, and that the best choice depends on the data. Motivated by this observation, we propose SelF-Rocket (Selected Features Rocket), a novel extension of MiniRocket that dynamically attempts to select the most appropriate combination of input representation and pooling operator during training. SelF-Rocket incorporates a feature selection module that adapts to each dataset, allowing it to select the most appropriate pooling operator and representation. Extensive experiments on the UCR benchmark demonstrate that SelF-Rocket achieves competitive or superior accuracy compared with existing random convolution kernel methods.

Data Mining and Knowledge DiscoveryVol. 40(6)
Université d'Artois (FR)
Industry, innovation and infrastructure
Openalex Percentile: Top 10%
Time Series Analysis and Forecasting
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Time series classification with random convolution kernels: pooling operators and input representations matter — Fabrice Morganti, Mathieu Rossi, et al. · Data Mining and Knowledge Discovery (2026) | TGRS Research Map | TGRS