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Noise vs computational intractability in dynamics
Mark Braverman
, Alexander Grigo
, Cristobal Rojas
Research output
:
Chapter in Book/Report/Conference proceeding
›
Conference contribution
12
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Scopus citations
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Keyphrases
Dynamical Systems
100%
Computational Intractability
100%
Invariant Measure
75%
Turing Completeness
75%
Long-time Behavior
50%
Computable
50%
Statistical Properties
25%
Computational Complexity
25%
Small Changes
25%
Statistical Behavior
25%
Natural Phenomena
25%
Random Noise
25%
Turing Machine
25%
Limited Time
25%
Natural Processes
25%
Technical Level
25%
Chaotic System
25%
Short-term Behavior
25%
Halting Problem
25%
Long-term Potential
25%
Undecidability
25%
Predictive System
25%
Mathematics
Dynamical System
100%
Intractability
100%
Invariant Measure
75%
Statistical Property
25%
Random Noise
25%
Initial Condition
25%
Turing Machine
25%
Undecidability
25%
Statistical Term
25%
Natural Process
25%
Halting Problem
25%
Computer Science
Dynamical System
100%
Computational Complexity
25%
Statistical Property
25%
Chaotic Systems
25%
Natural Phenomenon
25%
Initial Condition
25%
Turing Machine
25%
Natural Process
25%
Affected System
25%
Halting Problem
25%
Physics
Dynamical System
100%
Random Noise
25%
Turing Machine
25%