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John Wilmes
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Cited by
Year
Primer for the algebraic geometry of sandpiles
D Perkinson, J Perlman, J Wilmes
Tropical and non-Archimedean geometry 605, 211-256, 2013
75*2013
Gradient descent for one-hidden-layer neural networks: Polynomial convergence and sq lower bounds
S Vempala, J Wilmes
Conference on Learning Theory, 3115-3117, 2019
69*2019
On the complexity of learning neural networks
L Song, S Vempala, J Wilmes, B Xie
Advances in neural information processing systems 30, 2017
602017
Faster canonical forms for strongly regular graphs
L Babai, X Chen, X Sun, SH Teng, J Wilmes
2013 IEEE 54th Annual Symposium on Foundations of Computer Science, 157-166, 2013
322013
Minimal free resolutions of the 𝐺-parking function ideal and the toppling ideal
M Manjunath, FO Schreyer, J Wilmes
Transactions of the American Mathematical Society 367 (4), 2853-2874, 2015
282015
Faster canonical forms for primitive coherent configurations
X Sun, J Wilmes
Proceedings of the Forty-Seventh Annual ACM on Symposium on Theory of …, 2015
232015
Quasipolynomial-time canonical form for Steiner designs
L Babai, J Wilmes
Proceedings of the forty-fifth annual ACM symposium on Theory of Computing …, 2013
232013
On counting perfect matchings in general graphs
D Štefankovič, E Vigoda, J Wilmes
LATIN 2018: Theoretical Informatics: 13th Latin American Symposium, Buenos …, 2018
192018
Algebraic invariants of sandpile graphs
JS Wilmes
Reed College, 2010
132010
Structure and automorphisms of primitive coherent configurations
X Sun, J Wilmes
arXiv preprint arXiv:1510.02195, 2015
122015
Asymptotic Delsarte cliques in distance-regular graphs
L Babai, J Wilmes
Journal of Algebraic Combinatorics 43 (4), 771-782, 2016
92016
Primer for the algebraic geometry of sandpiles. preprint
D Perkinson, J Perlman, J Wilmes
arXiv preprint arXiv:1112.6163, 2011
72011
Structure, Automorphisms, and Isomorphisms of Regular Combinatorial Objects
J Wilmes
University of Chicago, 2016
42016
Obstacles to Depth Compression of Neural Networks
W Burstein, J Wilmes
Artificial Neural Networks and Machine Learning–ICANN 2020: 29th …, 2020
2020
Canonical Forms for Steiner Designs in Time vO (log v)
L Babai, J Wilmes
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Articles 1–15