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Physics constrained nonlinear regression models for time series
Andrew J. Majda
,
John Harlim
Mathematics
Institute for Computational and Data Sciences (ICDS)
Research output
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Contribution to journal
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Article
›
peer-review
113
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Scopus citations
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Dive into the research topics of 'Physics constrained nonlinear regression models for time series'. Together they form a unique fingerprint.
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Keyphrases
Nonlinear Regression Model
100%
Multilevel Regression
75%
Memory Effect
50%
Stochastic Model
25%
Physical Model
25%
Nonlinear Systems
25%
Nonlinear Interaction
25%
Nonlinear Oscillator
25%
Burgers
25%
With Memory
25%
Energy Conservation
25%
Filtering Algorithm
25%
Physical Data
25%
Nonlinear Dynamical Model
25%
Frequency Behavior
25%
Bayesian Estimation
25%
Markov Chain Monte Carlo Algorithm
25%
Modeling Algorithm
25%
Invariant Measure
25%
Partial Observation
25%
Pathological Behaviors
25%
Statistical Solution
25%
New Physics
25%
Contemporary Science
25%
Hopf
25%
Engineering
Memory Effect
100%
Nonlinear Regression Model
100%
Stochastic Model
50%
Model Test
50%
Finite Time
50%
Filtering Algorithm
50%
Frequency Behavior
50%
Physical Model
50%
Oscillator
50%
Bayes Estimator
50%
Nonlinear System
50%
Mathematics
Regression Model
100%
Nonlinear Regression Model
100%
Markov Chain Monte Carlo
25%
Stochastic Model
25%
Dynamical Model
25%
Physical Model
25%
Finite Time
25%
Invariant Measure
25%
Bayesian Estimation
25%
Monte Carlo Algorithm
25%
Nonlinear System
25%
Earth and Planetary Sciences
Time Series
100%
Markov Chain Monte Carlo
50%
Model Test
50%
Nonlinear System
50%
Physics
Physics
100%
Memory Effect
50%
Markov Chain Monte Carlo
25%
Nonlinear System
25%
Computer Science
Nonlinear Regression Model
100%
Nonlinear Interaction
50%
Bayes Estimator
50%