Pages that link to "Item:Q3367609"
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The following pages link to Efficient Robbins-Monro procedure for binary data (Q3367609):
Displaying 19 items.
- An optimal stochastic approximation for estimating the effective window of a control factor (Q256726) (← links)
- An adaptive design to assess the reliability of the pyrotechnic control subsystem in opening the solar array (Q477558) (← links)
- Nonparametric benchmark analysis in risk assessment: a comparative study by simulation and data analysis (Q641804) (← links)
- A Bayesian stochastic approximation method (Q826995) (← links)
- Bayesian sequential experimental design for binary response data with application to electromyographic experiments (Q899024) (← links)
- Sequential empirical Bayesian design for sensitivity experiments (Q2392651) (← links)
- Three-phase optimal design of sensitivity experiments (Q2448791) (← links)
- Discussion of: ``Three-phase optimal design of sensitivity experiments'' (Q2448792) (← links)
- Rejoinder to: ``Three-phase optimal design of sensitivity experiments'' (Q2448796) (← links)
- Confidence Intervals from Stochastic Approximation (Q2816715) (← links)
- Sequential Two-stage D-optimality Sensitivity Test for Binary Response Data (Q2943798) (← links)
- Efficient Construction of Test Inversion Confidence Intervals Using Quantile Regression (Q3391461) (← links)
- A skewed version of the Robbins-Monro-Joseph procedure for binary response (Q3448733) (← links)
- (Q5053317) (← links)
- Sequential LND sensitivity test for binary response data (Q5129120) (← links)
- Efficient Robbins–Monro procedure for multivariate binary data (Q5879971) (← links)
- Joint tracking of multiple quantiles through conditional quantiles (Q6064465) (← links)
- A sequential design for determining the quantile curve in two-factor sensitivity tests (Q6548834) (← links)
- Simultaneous confidence intervals from randomization tests with application in testing bioequivalence with multiple endpoints (Q6572278) (← links)
