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Brydon Eastman
Brydon Eastman
Thinking Machines Labs
Verified email at thinkingmachines.ai - Homepage
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Cited by
Cited by
Year
Gpt-4o system card
A Hurst, A Lerer, AP Goucher, A Perelman, A Ramesh, A Clark, AJ Ostrow, ...
arXiv preprint arXiv:2410.21276, 2024
4182024
Openai o1 system card
A Jaech, A Kalai, A Lerer, A Richardson, A El-Kishky, A Low, A Helyar, ...
arXiv preprint arXiv:2412.16720, 2024
1762024
Companion matrix patterns
B Eastman, IJ Kim, BL Shader, KN Vander Meulen
Linear Algebra and its Applications 463, 255-272, 2014
332014
A PINN approach to symbolic differential operator discovery with sparse data
B Eastman, L Podina, M Kohandel
The Symbiosis of Deep Learning and Differential Equations II, 2022
23*2022
Reinforcement learning derived chemotherapeutic schedules for robust patient-specific therapy
B Eastman, M Przedborski, M Kohandel
Scientific Reports 11 (1), 17882, 2021
162021
Modeling the impact of public response on the COVID-19 pandemic in Ontario
B Eastman, C Meaney, M Przedborski, M Kohandel
Plos one 16 (4), e0249456, 2021
132021
Pentadiagonal companion matrices
B Eastman, KN Vander Meulen
Special Matrices 4 (1), 2016
102016
A comparison and calibration of integer and fractional-order models of COVID-19 with stratified public response
S Fouladi, M Kohandel, B Eastman
Mathematical Biosciences and Engineering 19 (12), 12792-12813, 2022
52022
Mathematical modeling of COVID-19 containment strategies with considerations for limited medical resources
B Eastman, C Meaney, M Przedborski, M Kohandel
medRxiv, 2020.04. 17.20068585, 2020
52020
The effects of phenotypic plasticity on the fixation probability of mutant cancer stem cells
B Eastman, D Wodarz, M Kohandel
Journal of theoretical biology 503, 110384, 2020
42020
Corrigendum to “Companion matrix patterns”[Linear Algebra Appl. 463 (2014) 255–272]
B Eastman, IJ Kim, BL Shader, KN Vander Meulen
Linear Algebra and its Applications 538, 225-227, 2018
42018
Sparse spectrally arbitrary patterns
B Eastman, B Shader, K Vander Meulen
The Electronic Journal of Linear Algebra 28, 83-98, 2015
42015
A predator-prey model in the chemostat with holling type ii response function
T Bolger, B Eastman, M Hill, G Wolkowicz
Mathematics in Applied Sciences and Engineering 1 (4), 333-354, 2020
32020
Sensitivity to predator response functions in the chemostat
B Eastman
12017
Machine Learning Techniques and Stochastic Modeling in Mathematical Oncology
B Eastman
University of Waterloo, 2022
2022
From Solid-State NMR to Crystal Structures through Combinatorial Tiling Theory
D Brouwer, J Vanderhout, C Hurst, B Eastman
Acta Cryst 74, a93, 2018
2018
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