2000

Recurrent Nets That Time and Count

Felix A. Gers, Jürgen Schmidhuber

citations

Cite Score

38

AI summary

This paper extends Long Short-Term Memory (LSTM) with "peephole connections" to learn complex timing and counting tasks, demonstrating its ability to generate stable, precisely timed spike sequences in the absence of explicit time markers.

Main Contributions

  • Introduced "peephole connections" to LSTM, allowing gates to observe the cell state directly.
  • Proposed a revised 2-phase update scheme for LSTM with peephole connections.
  • Demonstrated that the extended LSTM can learn to solve Spike Timing (ST) and Counting Spike Time Delays (CSD) tasks, which are unsolvable by traditional RNNs.
  • Showed that peephole LSTM can distinguish between spike sequences separated by similar time steps without short training exemplars.
  • Achieved stable generation of highly nonlinear, precisely timed spikes without external resets or teacher forcing.

Abstract

The size of the time intervals between events conveys information essential for numerous sequential tasks such as motor control and rhythm detection. While Hidden Markov Models tend to ignore this information, recurrent neural networks (RNNs) can in principle learn to make use of it. We focus on Long Short-Term Memory (LSTM) because it usually outperforms other RNNs. Surprisingly, LSTM augmented by "peephole connections" from its internal cells to its multiplicative gates can learn the fine distinction between sequences of spikes separated by either 50 or 49 discrete time steps, without the help of any short training exemplars. Without external resets or teacher forcing or loss of performance on tasks reported earlier, our LSTM variant also learns to generate very stable sequences of highly nonlinear, precisely timed spikes. This makes LSTM a promising approach for real-world tasks that require to time and count.

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References [9]

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Felix A. Gers, Jürgen Schmidhuber, Fred Cummins - 2000

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on January 11, 2026

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