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Generating Financial Time Series by Matching Random Convolutional Features

NeurIPS 2026 · Time series › Causal and generative time series · approach: State-space and latent dynamics forecasting · 0 citations (OpenAlex)

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Trains conditional financial time series generators by matching the means of a new differentiable random convolutional feature map (SOCK, a soft version of Hydra/Rocket-style kernel competitions) resampled during training, outperforming signature feature matching and Diffusion-TS on small single-path datasets.

Problem

Generating realistic future financial time series conditional on recent history when only a single short historical path is available, where adversarial training overfits and existing signature-based feature matching may miss relevant properties.

Approach

Replace signature features with random convolutional features made differentiable: SOCK applies Hydra-style random kernel competitions over grouped (width-2) convolutions, replaces hard argmax with softmax win probabilities, and pools them via soft-deviation; the feature map is resampled during generator training so the generator matches feature means across many random maps.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: V1 V10 TGH SV FGN FI PH ST IT IDX FX CRY

Benchmarks: SV V10 TGH FGN FI PH ST IT IDX FX CRY UCR 112 datasets

Metrics: SIG MLP RNN SRNN ACF CCF CVM ES ED PES

Baselines: Sig rSig cSig (Sig-Wasserstein GAN) Diffusion-TS Hydra MultiRocket Rocket truncated RBF signature kernel GAK

Builds on: Hydra Rocket MultiRocket signature feature matching (Sig-Wasserstein GAN) randomized signatures Diffusion-TS

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