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torchsde

SDE solvers and stochastic adjoint sensitivity analysis in PyTorch.

With conditionsPyPI Artificial IntelligenceReleased Sep 20231.8M downloads / mopermissive licensePure Python

Decision gist · record as of 2026-08-14

pure-Python wheel — torchsde-0.2.6-py3-none-any.whl
v0.2.6 · released 2023-09-26 · Python >=3.8 · 4 runtime deps: numpy, scipy, torch, trampoline

Yes, if you are actively researching neural SDEs or latent stochastic models and can work with a frozen codebase. The package is well-designed and has no known vulnerabilities, but it is archived and abandoned—no future maintenance or updates should be expected. Use it for research prototyping or as a reference implementation, but be aware that you will be responsible for any fixes or adaptations needed for compatibility with newer PyTorch or Python versions.AI-flagged interpretation of the facts on this page — verify before relying

Before you install

  • Requires Python >=3.8 and PyTorch >=1.6.0; GPU support depends on a compatible CUDA-enabled PyTorch installation.
  • Low install friction with a pure-wheel distribution.
  • However, the package is archived and abandoned as of the latest release in September 2023, with no commits since December 2024.

License · maintenance · safety

permissive license (permissive) — Licensed under Apache License 2.0 (permissive), allowing commercial and private use with minimal restrictions.

last release 2023-09-26 (1053 days) · last repo commit 2024-12-30 · 1,726 stars · archived

0 known vulnerabilities (OSV.dev, 2026-08-14) · 1,827,243 downloads/mo, #3,513 on PyPI

Verify before relying

pip install torchsde

import torch
import torchsde

class SDE(torch.nn.Module):
    noise_type = 'general'
    sde_type = 'ito'
    def f(self, t, y):
        return y
    def g(self, t, y):
        return y

sde = SDE()
y0 = torch.zeros(32, 3)
ts = torch.linspace(0, 1, 20)
ys = torchsde.sdeint(sde, y0, ts)
  • Whether the archived repository will receive security patches or maintenance updates in the future.
  • Compatibility with recent PyTorch versions beyond 1.6.0 and current Python 3.x releases.
  • Performance characteristics and numerical stability compared to other SDE solvers.
Same gist for agents: .md · .json

What it is and what it does

torchsde is a PyTorch library that solves stochastic differential equations with automatic differentiation and GPU acceleration. It implements SDE solvers that support backpropagation through the solution trajectory, enabling end-to-end learning of SDE-based generative and latent-variable models. The library handles both Itô and Stratonovich SDEs with configurable noise types and provides efficient adjoint sensitivity methods for gradient computation.

The package is built on torch, numpy, scipy, and trampoline, and is designed for researchers working with neural SDEs, latent SDE models, and SDE-based generative models like GANs. It abstracts away the numerical complexity of SDE solving while maintaining differentiability throughout the computation graph, making it suitable for probabilistic deep learning workflows.

Use it for

  • Training latent SDE models that fit stochastic processes to time-series data with learned drift and diffusion terms.
  • Building generative models using neural SDEs as the generator component in adversarial training frameworks.
  • Performing uncertainty quantification in neural networks by modeling outputs as solutions to SDEs.
  • Implementing stochastic adjoint sensitivity analysis for gradient-based optimization of SDE parameters.
  • Prototyping research on continuous-time stochastic processes in deep learning.

Worth the install?

AI-flagged interpretation of the facts on this page. Verify before relying on it.

With conditions

Yes, if you are actively researching neural SDEs or latent stochastic models and can work with a frozen codebase.

The package is well-designed and has no known vulnerabilities, but it is archived and abandoned—no future maintenance or updates should be expected. Use it for research prototyping or as a reference implementation, but be aware that you will be responsible for any fixes or adaptations needed for compatibility with newer PyTorch or Python versions.

Install

torchsde on PyPI

Before you install

Low install friction with a pure-wheel distribution. However, the package is archived and abandoned as of the latest release in September 2023, with no commits since December 2024. Depends on torch, numpy, scipy, and trampoline—all standard scientific Python libraries.

Requires Python >=3.8 and PyTorch >=1.6.0; GPU support depends on a compatible CUDA-enabled PyTorch installation.

License in practice

Licensed under Apache License 2.0 (permissive), allowing commercial and private use with minimal restrictions.

Quickstart

pip install torchsde

import torch
import torchsde

class SDE(torch.nn.Module):
    noise_type = 'general'
    sde_type = 'ito'
    def f(self, t, y):
        return y
    def g(self, t, y):
        return y

sde = SDE()
y0 = torch.zeros(32, 3)
ts = torch.linspace(0, 1, 20)
ys = torchsde.sdeint(sde, y0, ts)

Verify before relying

  • Whether the archived repository will receive security patches or maintenance updates in the future.
  • Compatibility with recent PyTorch versions beyond 1.6.0 and current Python 3.x releases.
  • Performance characteristics and numerical stability compared to other SDE solvers.

Package facts

Licensepermissive license permissive
Python supportSupports the current Python release >=3.8
Install frictionLow. Pure-Python wheel
Runtime dependencies
4 packages
numpyscipytorchtrampoline
MaintenanceAbandoned 1,053 days since the last release
Last repo commit repository archived
First released
Downloads1,827,243 / month, #3,513 on PyPI 30-day window, as of 2026-08-14
Known vulnerabilitiesNone known OSV.dev, checked 2026-08-14
Classifiers
License :: OSI Approved :: Apache Software LicenseProgramming Language :: Python :: 3

Evidence: torchsde-0.2.6-py3-none-any.whl

Tags

Capabilities
stochastic differential equation solverSDE solver pytorchneural SDEdifferentiable SDElatent SDE learningstochastic adjoint sensitivitySDE backpropagation
Topics
stochastic-processesdifferentiable-computingresearch-code

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See also opacus · torchcde · torchdiffeq · diffrax · zuko · pytorch_revgrad · torch-ema · pytorch-forecasting · gpytorch · torch-optimizer

Further reading