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Björn Sandstede

Björn Sandstede

Verified

Brown University · Applied Mathematics

Active 1992–2026

h-index53
Citations10.1k
Papers28371 last 5y
Funding$5.3M
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About

Björn Sandstede is the Alumni-Alumnae University Professor of Applied Mathematics in the Division of Applied Mathematics at Brown University. His research focuses on applied dynamical systems, data science, and computational and mathematical biology. Before moving to Brown, he held faculty positions at The Ohio State University and the University of Surrey. Sandstede has received numerous awards including an Alfred P Sloan Research Fellowship, the SIAM JD Crawford Prize, a Royal Society Wolfson Research Merit Award, the Elsevier Jack Hale Award, and teaching and mentoring awards from Brown University. He was also selected as a Fellow of the Society for Industrial and Applied Mathematics. At Brown, he has served as Department Chair for nine years and as Director of Brown's Data Science Initiative for two years.

Research topics

  • Artificial Intelligence
  • Machine Learning
  • Data Mining
  • Computer Science
  • Theoretical computer science
  • Programming language
  • Algorithm

Selected publications

  • Cell type-specific gene regulatory network inference from single cell transcriptomics with ctOTVelo

    bioRxiv (Cold Spring Harbor Laboratory) · 2026-03-14

    articleOpen access

    Inferring gene regulatory networks (GRNs) from gene expression is a crucial task for understanding functional relationships. Gene expression data (transcriptomics) provide a snapshot of gene activity, encoding information about gene regulatory relationships. However, gene regulation is a dynamic process, modulating across time and with different cell types. Temporal GRN inference methods aim to capture these dynamics by utilizing time-stamped transcriptomics, gene expression data of similar samples captured across discrete timepoints, or pseudotime transcriptomics, computationally ordering cells based on an inferred trajectory. These methods can estimate constant or temporal gene regulatory relationships, but may not capture finer, cell type specific relationships. We propose ctOTVelo, an extension to our previous work to account for cell type specificity during GRN inference. ctOTVelo incorporates cell type labels or proportions when inferring the GRN from single cell transcriptomics data. Our methods achieve state-of-the-art performance in GRN prediction in time-stamped and pseudotime-stamped transcriptomics. Furthermore, ctOTVelo is able to generate cell type specific GRNs, allowing cell type resolution analysis of gene regulatory relationships.

  • Localized synchronous patterns in weakly coupled bistable oscillator systems

    Physica D Nonlinear Phenomena · 2025-01-23

    articleSenior author
  • Efficient numerical computation of spiral spectra with exponentially weighted preconditioners

    IMA Journal of Numerical Analysis · 2025-11-11

    articleSenior author

    Abstract The stability of nonlinear waves on spatially extended domains is commonly probed by computing the spectrum of the linearization of the underlying partial differential equation about the wave profile. It is known that convective transport, whether driven by the nonlinear pattern itself or an underlying fluid flow, can cause exponential growth of the resolvent of the linearization as a function of the domain length. In particular, sparse eigenvalue algorithms may result in inaccurate and spurious spectra in the convective regime. In this work we focus on spiral waves, which arise in many natural processes and which exhibit convective transport. We prove that exponential weights can serve as effective, inexpensive preconditioners that result in resolvents that are uniformly bounded in the domain size and that stabilize numerical spectral computations. We also show that the optimal exponential rates can be computed reliably from a simpler asymptotic problem posed in one space dimension.

  • Branches of localized patterned states

    ArXiv.org · 2025-07-16

    preprintOpen access1st authorCorresponding

    Motivated by theoretical analyses of spatially localized structures with arbitrarily long periodic plateaus, we provide a framework of assumptions that simplifies their analysis and leads to a topological criterion for when localized patterned structures lie on a discrete stack of loops or on a single unbounded branch. The framework proposed here also connects closely with continuation algorithms that are often used to verify the hypotheses that guarantee the emergence of localized patterned states.

  • Quantitative metrics for trait and identity distributions

    ArXiv.org · 2025-08-11

    preprintOpen accessSenior author

    Understanding the role of demographic diversity in group settings requires effective quantitative metrics. Intersectional feminist theory has highlighted that demographic identities can intersect in complex ways, but most metrics used to study these traits are one-dimensional. In their paper "Diversity, identity, and data" (2025), Topaz et al. introduced two novel metrics that capture multiple aspects of demographic identities among group members: "intersecting diversity" and "shared identity". We present a mathematical framework to provide probabilistic interpretations for both metrics. Using these interpretations, we prove that these two measures are anti-correlated and establish tight bounds on their possible combined values, demonstrating that there is no clear "optimal" point that maximizes both metrics. We apply these metrics in three case studies on Hollywood movies, the television show "Survivor", and a random sample of North American companies in which we explore their bounds and anti-correlation as well as their relationship to group performance in these settings. By formalizing the mathematical structure for these metrics and demonstrating their empirical relevance, we provide a foundation for researchers across the social sciences, mathematics, and related fields to more precisely quantify distributions of intersecting traits within groups and better understand their implications for group dynamics and performance.

  • Urban contact patterns shape respiratory syncytial virus epidemics with implications for vaccination

    Science Advances · 2025-11-26 · 2 citations

    articleOpen access

    Urban environments may alter the landscape of disease transmission with implications for control. Yet, it is unclear whether urban-rural differences exist in the dynamics of childhood respiratory diseases, given specific mixing patterns in younger age groups. Here, we leverage county-level data on respiratory syncytial virus (RSV) from the United States to reveal an urban-rural gradient in both the intensity and age structure of the RSV epidemic, where urban locations experience more prolonged epidemics with higher burden in infants (under 1 year of age). We develop a mechanistic epidemiological model to show that these differences can be explained by daycare utilization rates in children under 5. Using our model to consider control measures, we find that expanding seasonal immunization access in urban and rural areas may limit the risk of off season RSV epidemics.

  • Most Probable Escape Paths in Perturbed Gradient Systems

    SIAM Journal on Applied Dynamical Systems · 2025-05-05 · 1 citations

    articleSenior author
  • SCOT+: a comprehensive software suite for single-cell alignment using optimal transport

    Bioinformatics Advances · 2025-12-03

    articleOpen access

    Abstract Summary New advances in single-cell multi-omics experiments have allowed biologists to examine how various biological factors regulate processes in concert on the cellular level. However, measuring multiple cellular features for a single cell can be quite resource-intensive or impossible with the current technology. By using optimal transport (OT) to align cells and features across disparate datasets produced by separate assays, Single Cell alignment using Optimal Transport+ (SCOT+), our unsupervised single-cell alignment software suite, allows biologists to align their data without the need for any correspondence. SCOT+ implements a generic optimal transport solution that can be reduced to multiple different previously studied OT optimization procedures including SCOT, SCOTv2, SCOOTR, and AGW for single cell, each of which provides state-of-the-art single-cell alignment performance. Outside of giving a unified framework to interact with prior formulations, the generality of SCOT+ optimization naturally gives rise to a new OT loss, Unbalanced Augmented Gromov-Wasserstein (UAGW), and a corresponding optimizer. With our user-friendly website and tutorials, this new package will help improve biological analyses by allowing for more accurate downstream analyses on multi-omics single-cell measurements. Availability and implementation Our algorithm is implemented in Pytorch and available on PyPI and GitHub (https://github.com/scotplus/scotplus). Additionally, we have many tutorials available in a separate GitHub repository (https://github.com/scotplus/book_source) and on our website (https://scotplus.github.io/).

  • SCOT+: A Comprehensive Software Suite for Single-Cell alignment Using Optimal Transport

    bioRxiv (Cold Spring Harbor Laboratory) · 2025-05-27 · 1 citations

    preprintOpen access

    Summary: New advances in single-cell multi-omics experiments have allowed biologists to examine how various biological factors regulate processes in concert on the cellular level. However, measuring multiple cellular features for a single cell can be quite resource-intensive or impossible with the current technology. By using optimal transport (OT) to align cells and features across disparate datasets produced by separate assays, Single Cell alignment using Optimal Transport+ (SCOT+), our unsupervised single-cell alignment software suite, allows biologists to align their data without the need for any correspondence. SCOT+ has a generic optimal transport solution that can be reduced to multiple different OT optimization procedures, each of which provide state-of-the-art single-cell alignment performance. With our user-friendly website and tutorials, this new package will help improve biological analyses by allowing for more accurate downstream analyses on multi-omics single-cell measurements. Implementation and Availability: Our algorithm is implemented in Pytorch and available on PyPI and GitHub (https://github.com/scotplus/scotplus). Additionally, we have many tutorials available in a separate GitHub repository (https://github.com/scotplus/book_source) and on our website (https://scotplus.github.io/).

  • Data-Driven Continuation of Patterns and Their Bifurcations

    SIAM Journal on Applied Dynamical Systems · 2025-05-23

    articleSenior author

Recent grants

Frequent coauthors

  • Arnd Scheel

    University of Minnesota

    44 shared
  • Katherine M. Kinnaird

    31 shared
  • Alexandria Volkening

    Purdue University West Lafayette

    31 shared
  • Ruth Wertz

    Valparaiso University

    30 shared
  • Karl Schmitt

    Trinity Christian College

    30 shared
  • Linda L. Clark

    25 shared
  • Melissa McGuirl

    Brown University

    24 shared
  • Rebecca Santorella

    23 shared

Education

  • Doctor of Philosophy, Fachbereich Mathematik

    Universität Stuttgart

    1993
  • Master of Science, Institut für Mathematik

    Universität Heidelberg

    1990

Awards & honors

  • Alfred P Sloan Research Fellowship
  • SIAM JD Crawford Prize
  • Royal Society Wolfson Research Merit Award
  • Elsevier Jack Hale Award
  • Fellow of the Society for Industrial and Applied Mathematics
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