tool in large deviation theory
C22292
concept
A tool in large deviation theory is a mathematical method or result—such as rate functions, the Gartner–Ellis theorem, or contraction principles—used to quantify and analyze the exponentially small probabilities of rare events in stochastic systems.
Observed surface forms (1)
- concentration inequality ×2
Instances (3)
- Onsager–Machlup function
- Chebyshev inequalities via concept surface "concentration inequality"
- Chernoff bound via concept surface "concentration inequality"