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  • Founded by Jim and Marilyn Simons, we’re a private philanthropy advancing mathematics and basic science.

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Bringing people and ideas together to fund, conduct, and share transformative science.

Our grants advance knowledge and strengthen connections between science and society.

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We convene scientists, mathematicians, and thinkers to share ideas and explore new questions.

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Founded by Jim and Marilyn Simons, we’re a private philanthropy advancing mathematics and basic science.

Work with us on the frontier of basic science research.

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The Flatiron Institute is a research center that uses computational science to advance fields like physics, biology, and astronomy.

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Featured

Dissecting mechanisms of hyperarousal in autism and related disorders using the Simons Sleep Project

Funded Work

Gravity Follows Newton’s and Einstein’s Rules, Even at Cosmic Scales

April 15, 2026

Scientists Capture Superconductivity’s ‘Dancing Pairs’ for First Time, Filling Gap in Decades-Old Theory

April 15, 2026

How SURFiN Fellowships Jump-Started These 3 Neuroscience Students’ STEM Careers

March 18, 2026

Results

  1. Unconditional CNN denoisers contain sparse semantic representation of images

    Publication
    Generative diffusion models learn probability densities over diverse image datasets by estimating the score with a neural network trained to remove noise. Despite their remarkable success in generating …
  2. Scale dependencies and self-similar models with wavelet scattering spectra

    Publication
    Multi-scale non-Gaussian time-series having stationary increments appear in a wide range of applications, particularly in finance and physics. We introduce stochastic models that capture intermittency …
  3. Feature-guided score diffusion for sampling conditional densities

    Publication
    Score diffusion methods can learn probability densities from samples. The score of the noise-corrupted density is estimated using a deep neural network, which is then used to …
  4. A Rainbow in Deep Network Black Boxes

    Publication
    A central question in deep learning is to understand the functions learned by deep networks. What is their approximation class? Do the learned weights and representations depend on …
  5. Generalization in diffusion models arises from geometry-adaptive harmonic representations

    Publication
    We explore the universality of neural encodings in convolutional neural networks trained on image classification tasks. We develop a procedure to directly compare the learned weights rather than …
  6. Generalization in diffusion models arises from geometry-adaptive harmonic representations

    Publication
    Deep neural networks (DNNs) trained for image denoising are able to generate high-quality samples with score-based reverse diffusion algorithms. These impressive capabilities seem to imply an …
  7. Conditionally Strongly Log-Concave Generative Models

    Publication
    There is a growing gap between the impressive results of deep image generative models and classical algorithms that offer theoretical guarantees. The former suffer from mode collapse or …
  8. Learning multi-scale local conditional probability models of images

    Publication
    Deep neural networks can learn powerful prior probability models for images, as evidenced by the high-quality generations obtained with recent score-based diffusion methods. But the means …
  9. Learning multi-scale local conditional probability models of images

    Publication
    Deep neural networks can learn powerful prior probability models for images, as evidenced by the high-quality generations obtained with recent score-based diffusion methods. But the means …
  10. Wavelet Moments for Cosmological Parameter Estimation

    Publication
    Extracting non-Gaussian information from the non-linear regime of structure formation is key to fully exploiting the rich data from upcoming cosmological surveys probing the large-scale …
  11. The Quijote Simulations

    Publication
    The Quijote simulations are a set of 44,100 full N-body simulations spanning more than 7000 cosmological models in the …
  12. Deep Network Classification by Scattering and Homotopy Dictionary Learning

    Publication
    We introduce a sparse scattering deep convolutional neural network, which provides a simple model to analyze properties of deep representation learning for classification. Learning a single dictionary matrix …
  13. Kymatio: Scattering Transforms in Python

    Publication
    The wavelet scattering transform is an invariant and stable signal representation suitable for many signal processing and machine learning applications. We present the Kymatio software package, an easy …
  14. Joint Time–Frequency Scattering

    Publication
    In time series classification and regression, signals are typically mapped into some intermediate representation used for constructing models. Since the underlying task is often insensitive to time shifts …
  15. Phase Harmonic Correlations and Convolutional Neural Networks

    Publication
    A major issue in harmonic analysis is to capture the phase dependence of frequency representations, which carries important signal properties. It seems that convolutional neural networks have found …

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