Skip to content
View shanemcq18's full-sized avatar

Organizations

@Foundations-of-Applied-Mathematics @pecos @Willcox-Research-Group

Block or report shanemcq18

Block user

Prevent this user from interacting with your repositories and sending you notifications. Learn more about blocking users.

You must be logged in to block users.

Please don't include any personal information such as legal names or email addresses. Maximum 100 characters, markdown supported. This note will be visible to only you.
Report abuse

Contact GitHub support about this user’s behavior. Learn more about reporting abuse.

Report abuse
shanemcq18/README.md

Recent Research Articles

About Me







Tools I Use

Graphics on this page powered by

Pinned Loading

  1. Willcox-Research-Group/rom-operator-inference-Python3 Willcox-Research-Group/rom-operator-inference-Python3 Public

    Operator Inference for data-driven, non-intrusive model reduction of dynamical systems.

    Python 67 30

  2. Willcox-Research-Group/ROM-OpInf-Combustion-2D Willcox-Research-Group/ROM-OpInf-Combustion-2D Public

    Source code for the paper "Data-driven reduced-order models via regularised Operator Inference for a single-injector combustion process" by S. A. McQuarrie, C. Huang, and K. E. Willcox.

    Python 28 18

  3. Foundations-of-Applied-Mathematics/Labs Foundations-of-Applied-Mathematics/Labs Public

    Labs for the Foundations of Applied Mathematics curriculum.

    TeX 214 72

  4. Willcox-Research-Group/affine-parametric-opinf Willcox-Research-Group/affine-parametric-opinf Public

    Source code for the paper "Non-intrusive reduced-order models for parametric partial differential equations via data-driven operator inference" by McQuarrie, Khodabakhshi, and Willcox

    Python 4 1

  5. DAiLPRBCfTM-Paper DAiLPRBCfTM-Paper Public

    Source code and data for the paper "Data Assimilation in Large Prandtl Rayleigh-Bénard Convection from Thermal Measurements" by A. Farhat, N. E. Glatt-Holtz, V. R. Martinez, S. A. McQuarrie, and J.…

    Python 2

  6. Parametric-Data-Assimilation/kse-multiparameter-learning Parametric-Data-Assimilation/kse-multiparameter-learning Public

    An AOT-based algorithm to estimate multiple unknown parameters in the Kuramoto-Saviashinski equation. Source code for the paper "Concurrent Multiparameter Learning Demonstrated on the Kuramoto-Siva…

    Python 3