PofoliaShared via Pofolia

Science Advances· 2017Q1

Data-driven discovery of partial differential equations

Samuel Rudy, Steven L. Brunton, Joshua L. Proctor, J. Nathan Kutz

Short summary

A sparse regression method discovers governing partial differential equations (PDEs) from time series data by selecting relevant nonlinear and derivative terms, bypassing exhaustive model searches and balancing complexity with accuracy via Pareto analysis.

AI-generated from the title and abstract; the full text is not read.

TakeawaysIn the app
Key pointsIn the app
Ask the paperIn the app

The rest is in the Pofolia app

Takeaways, key points and questions to the paper; new summaries every day for your field. Free.

Sign in on the web to open

Field: Statistical and Nonlinear Physics

Statistical and Nonlinear PhysicsPhysics and Astronomy