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Dynamic Stochastic Superresolution of sparsely observed turbulent systems
M. Branicki, A. J. Majda
Mathematics
Center for Prototype Climate Modeling
Research output
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Article
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peer-review
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Dive into the research topics of 'Dynamic Stochastic Superresolution of sparsely observed turbulent systems'. Together they form a unique fingerprint.
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Earth and Planetary Sciences
Real Time
100%
Energy Spectra
100%
Velocity Distribution
50%
Numerical Model
50%
Test Stand
50%
Atmosphere-Ocean System
50%
Extreme Event
50%
Tradeoff
50%
Cross Correlation
50%
Keyphrases
Super-resolution Algorithm
71%
Significant Energy
14%
Turbulent Processes
14%
Alias
14%
Observation Model
14%
Turbulent Fluxes
14%
Stochastic Forecast
14%
Imperfect Models
14%
Time Prediction
14%
Black Swan
14%
Complex Natural System
14%
Turbulent Dynamics
14%
Mesh Scale
14%
Atmosphere-ocean System
14%
Computer Science
Energy Spectra
25%
Observation Time
12%
Prediction Time
12%
Noisy Observation
12%
Extended System
12%
Engineering
Primary Mode
14%
Natural System
14%
Mathematics
Black Swan
10%