Toto-Open-Base-1.0

Toto (Time Series Optimized Transformer for Observability) is a state-of-the-art time-series foundation model designed for multi-variate time series forecasting, emphasizing observability metrics. Toto efficiently handles high-dimensional, sparse, and non-stationary data commonly encountered in observability scenarios.

The average rank of Toto compared to the runner-up models on both the GIFT-Eval and BOOM benchmarks (as of May 19, 2025).

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✨ Key Features

• Zero-Shot Forecasting: Perform forecasting without fine-tuning on your specific time series.
• High-Dimension Multi-Variate Support: Efficiently process multiple variables using Proportional Factorized Space-Time Attention.
• Decoder-Only Transformer Architecture: Support for variable prediction horizons and context lengths.
• Probabilistic Predictions: Generate both point forecasts and uncertainty estimates using a Student-T mixture model.
• Extensive Pretraining on Large-Scale Data: Trained on over 2 trillion time series data points, the largest pretraining dataset for any open-weights time series foundation model to date.
• Tailored for Observability Metrics with State-of-the-Art Performance on GIFT-Eval and BOOM.

Overview of Toto-Open-Base-1.0 architecture.

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📚 Training Data Summary

• Observability Metrics: ~1 trillion points from Datadog internal systems (no customer data)
• Public Datasets:
  • GIFT-Eval Pretrain
  • Chronos datasets
• Synthetic Data: ~1/3 of training data

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⚡ Quick Start: Model Inference

Inference code is available on GitHub.

Installation

pip install toto-ts

For optimal speed and reduced memory usage, you should also install xFormers and flash-attention

🚀 Inference Example

Here's how to quickly generate forecasts using Toto:

⚠️ In our study, we take the median across 256 samples to produce a point forecast. This tutorial previously used the mean but has now been updated.

import torch
from toto.data.util.dataset import MaskedTimeseries
from toto.inference.forecaster import TotoForecaster
from toto.model.toto import Toto

DEVICE = 'cuda'

# Load pre-trained Toto model
toto = Toto.from_pretrained('Datadog/Toto-Open-Base-1.0').to(DEVICE)

# Optional: compile model for enhanced speed
toto.compile()

forecaster = TotoForecaster(toto.model)

# Example input series (7 variables, 4096 timesteps)
input_series = torch.randn(7, 4096).to(DEVICE)
timestamp_seconds = torch.zeros(7, 4096).to(DEVICE)
time_interval_seconds = torch.full((7,), 60*15).to(DEVICE)

inputs = MaskedTimeseries(
    series=input_series,
    padding_mask=torch.full_like(input_series, True, dtype=torch.bool),
    id_mask=torch.zeros_like(input_series),
    timestamp_seconds=timestamp_seconds,
    time_interval_seconds=time_interval_seconds,
)

# Generate forecasts for next 336 timesteps
forecast = forecaster.forecast(
    inputs,
    prediction_length=336,
    num_samples=256,
    samples_per_batch=256,
)

# Access results
median_prediction = forecast.median
prediction_samples = forecast.samples
lower_quantile = forecast.quantile(0.1)
upper_quantile = forecast.quantile(0.9)

For detailed inference instructions, refer to the inference tutorial notebook.

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💾 Available Checkpoints

Checkpoint	Parameters	Config	Size	Notes
Toto-Open-Base-1.0	151M	Config	605 MB	Initial release with SOTA performance

🔗 Additional Resources

• Research Paper
• GitHub Repository
• Blog Post
• BOOM Dataset

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📖 Citation

If you use Toto in your research or applications, please cite us using the following:

@misc{cohen2025timedifferentobservabilityperspective,
      title={This Time is Different: An Observability Perspective on Time Series Foundation Models}, 
      author={Ben Cohen and Emaad Khwaja and Youssef Doubli and Salahidine Lemaachi and Chris Lettieri and Charles Masson and Hugo Miccinilli and Elise Ramé and Qiqi Ren and Afshin Rostamizadeh and Jean Ogier du Terrail and Anna-Monica Toon and Kan Wang and Stephan Xie and Zongzhe Xu and Viktoriya Zhukova and David Asker and Ameet Talwalkar and Othmane Abou-Amal},
      year={2025},
      eprint={2505.14766},
      archivePrefix={arXiv},
      primaryClass={cs.LG},
      url={https://arxiv.org/abs/2505.14766}, 
}