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  1. Metric measure spaces with Riemannian Ricci curvature bounded from below

    Ambrosio, Luigi / Gigli, Nicola / Savaré, Giuseppe | Duke University Press | 2014

  2. The Sard conjecture on Martinet surfaces

    Belotto da Silva, André / Rifford, Ludovic | Duke University Press | 2018

  3. FI-modules and stability for representations of symmetric groups

    Church, Thomas / Ellenberg, Jordan S. / Farb, Benson | Duke University Press | 2015

  4. Extreme superposition: Rogue waves of infinite order and the Painlevé-III hierarchy

    Bilman, Deniz / Ling, Liming / Miller, Peter D. | Duke University Press | 2020

  5. Stochastic six-vertex model

    Borodin, Alexei / Corwin, Ivan / Gorin, Vadim | Duke University Press | 2016

  6. Prospects for a Naive Theory of Classes

    Freier Zugriff
    Field, Hartry / Lederman, Harvey / Øgaard, Tore Fjetland | Duke University Press | 2017

  7. On the maximum of the CβE field

    Chhaibi, Reda / Madaule, Thomas / Najnudel, Joseph | Duke University Press | 2018

  8. Mean field limit for Coulomb-type flows

    Serfaty, Sylvia | Duke University Press | 2020

  9. Stochastic six-vertex model in a half-quadrant and half-line open asymmetric simple exclusion process

    Barraquand, Guillaume / Borodin, Alexei / Corwin, Ivan et al. | Duke University Press | 2018

  10. K-semistability is equivariant volume minimization

    Li, Chi | Duke University Press | 2017

  11. Uniform K-stability and plt blowups of log Fano pairs

    Fujita, Kento | Duke University Press | 2019

  12. Quantum Loewner evolution

    Miller, Jason / Sheffield, Scott | Duke University Press | 2016

  13. On the proper moduli spaces of smoothable Kähler–Einstein Fano varieties

    Li, Chi / Wang, Xiaowei / Xu, Chenyang | Duke University Press | 2019

  14. Current fluctuations of the stationary ASEP and six-vertex model

    Aggarwal, Amol | Duke University Press | 2018

  15. Boundary regularity for fully nonlinear integro-differential equations

    Ros-Oton, Xavier / Serra, Joaquim | Duke University Press | 2016

  16. Universal dynamics for the defocusing logarithmic Schrödinger equation

    Carles, Rémi / Gallagher, Isabelle | Duke University Press | 2018

  17. Global well-posedness and scattering for the defocusing, L2-critical, nonlinear Schrödinger equation when d=2

    Dodson, Benjamin | Duke University Press | 2016

  18. Gevrey stability of Prandtl expansions for 2-dimensional Navier–Stokes flows

    Gérard-Varet, David / Maekawa, Yasunori / Masmoudi, Nader | Duke University Press | 2018

  19. Compactification of strata of Abelian differentials

    Bainbridge, Matt / Chen, Dawei / Gendron, Quentin et al. | Duke University Press | 2018

  20. Proof of linear instability of the Reissner–Nordström Cauchy horizon under scalar perturbations

    Luk, Jonathan / Oh, Sung-Jin | Duke University Press | 2017

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