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Transfer Learning in Financial Time Series with Gramian Angular Field (Student Abstract)

AAAI 2025 · Time series › Foundation models for time series · approach: Time series representation learning · 0 citations (OpenAlex)

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Applies Gramian Angular Field transformations to time series before computing domain similarity functions, to improve source-domain selection for transfer learning of DNN and LSTM models on Hong Kong stock data.

Problem

Transfer learning in financial time series can suffer negative transfer when source domains are poorly chosen; existing similarity functions may not align domains well.

Approach

Transform 1-D financial time series into GAF images before computing standard domain-discrepancy similarity functions (e.g., Coral, CMD, MMD), so source selection uses angular-temporal representations; Coral (GAF) for DNN and CMD (GAF) for LSTM reduce prediction error the most.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use Coral (GAF) for source-domain selectionDNN transfer learning · Hong Kong stock market, single-source Bank to Bankprediction errorHelped
Use CMD (GAF) for source-domain selectionLSTM transfer learning · Hong Kong stock market, single-source Bank to Bankprediction errorHelped
Use GAF-based similarity functions, including Coral (GAF) and CMD (GAF)DNN and LSTM transfer learning · Hong Kong stock market, single-source Other Industries to Bankprediction errorHelped
Use CMD for source-domain selectionDNN and LSTM transfer learning · Hong Kong stock market, multi-source transfer learningprediction errorHelped
Use ARE (GAF) for source-domain selectionLSTM transfer learning · Hong Kong stock market, multi-source Other Industries to Bankprediction errorHelped
Use GAF-based similarity functionsDNN and LSTM transfer learning · Hong Kong stock market, multi-source transfer learning with mixed-industry sourcesprediction errorMixed

Surprising findings

Limitations

Experimental setup

Datasets: Hong Kong stock market time series (bank and other industries)

Benchmarks: Hong Kong stock market time series prediction (bank target domain)

Metrics: prediction error

Baselines: Euclidean distance Coral CMD Wasserstein distance Pearson DTW TWED MMD ARE PSNR SSIM

Builds on: Gramian Angular Field (Wang and Oates 2015) Central Moment Discrepancy CORAL

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