Package org.drip.sequence.functional
Efron Stein Functional Supremum Bounds
- Author:
- Lakshmi Krishnamurthy
-
Interface Summary Interface Description SeparableMultivariateRandom SeparableMultivariateRandom exposes the Variance of the Objective Function dependent on Multivariate Random Variables where the Multivariate Function is a Linear Combination of Bounded Univariate Functions acting on each Random Variate. -
Class Summary Class Description BinaryIdempotentUnivariateRandom BinaryIdempotentUnivariateRandom contains the Implementation of the Objective Function dependent on Binary Idempotent Univariate Random Variable.BoundedIdempotentUnivariateRandom BoundedIdempotentUnivariateRandom contains the Implementation of the Objective Function dependent on Bounded Idempotent Univariate Random Variable.BoundedMultivariateRandom BoundedMultivariateRandom contains the Implementation of the Bounded Objective Function dependent on Multivariate Random Variables.EfronSteinMetrics EfronSteinMetrics contains the Variance-based non-exponential Sample Distribution/Bounding Metrics and Agnostic Bounds related to the Functional Transformation of the specified Sequence.FlatMultivariateRandom FlatMultivariateRandom contains the Implementation of the Flat Objective Function dependent on Multivariate Random Variables.FunctionSupremumUnivariateRandom FunctionSupremumUnivariateRandom contains the Implementation of the FunctionClassSupremum Objective Function dependent on Univariate Random Variable.IdempotentUnivariateRandom IdempotentUnivariateRandom contains the Implementation of the OffsetIdempotent Objective Function dependent on Univariate Random Variable.MultivariateRandom MultivariateRandom contains the implementation of the objective Function dependent on Multivariate Random Variables.