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The results of the previous models long-term forecasting performance are generally obtained with input seq len=96. As you said, input seq len is an important factor that could influence the performance. Is it biased to compare your fine-tuned seq len performance with the fixed seq len results of baselines?
The text was updated successfully, but these errors were encountered:
We did not compare with the baseline using a fixed input sequence length of
96; instead, we compared with the best reported number in their original
paper. For example, in the case of PatchTST, they used a significantly
longer input length, and we were unable to surpass their performance.
Generally, we did not intend to re-run the baseline method because it is
highly likely that we do not possess the same tuning skills as the authors.
Thus, any lower performance might not indicate a deficiency in the
baseline's performance, but rather a reflection of our tuning capabilities.
Additionally, some baselines utilize dynamic input lengths in their main
tables to achieve optimal performance, which makes comparisons even more
challenging. As a result, we chose to compare based on the best reported
numbers in their original paper.
On Wed, Dec 11, 2024 at 7:06 AM Yueyan Gu ***@***.***> wrote:
The results of the previous models long-term forecasting performance are
generally obtained with input seq len=96. As you said, input seq len is an
important factor that could influence the performance. Is it biased to
compare your fine-tuned seq len performance with the fixed seq len results
of baselines?
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The results of the previous models long-term forecasting performance are generally obtained with input seq len=96. As you said, input seq len is an important factor that could influence the performance. Is it biased to compare your fine-tuned seq len performance with the fixed seq len results of baselines?
The text was updated successfully, but these errors were encountered: