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Published on: October 27, 2016
Closed-Loop Uncertainty: The Evaluation and Calibration of Uncertainty for Human-Machine Teams under Data Drift
Zachary Bishof1, Jaelle Scheuerman1, Chris J Michael1
1U.S. Naval Research Laboratory, 1005 Balch Boulevard, Stennis Space Center, St. Louis, MS 39529, USA.
This study introduces a closed-loop uncertainty framework to iteratively evaluate machine correctness probability. This novel approach significantly improves uncertainty modeling in human-machine teams by incorporating feedback loops.
Area of Science:
- Human-Machine Systems
- Machine Learning
- Decision Science
Background:
- Accurate uncertainty measurement is crucial for human-machine team success.
- Current methods often aggregate evaluations, failing to capture iterative control processes.
- Entropy metrics may falter during cold start or data drift without immediate feedback.
Purpose of the Study:
- To present a stochastic framework for iteratively evaluating uncertainty models as a probability of machine correctness.
- To address the threshold selection problem, a novel subjective user task for experimentation.
- To explore incorporating machine correctness feedback into a baseline model using reinforcement learning.
Main Methods:
- Developed a stochastic framework for iterative uncertainty model evaluation.
- Introduced the threshold selection problem for human-machine experimentation.
- Implemented a reinforcement learning approach to refine a Naive Bayes uncertainty model with correctness feedback.
Main Results:
- The novel closed-loop uncertainty approach was tested iteratively.
- Experiments demonstrated consistent outperformance against the baseline model.
- An average improvement of approximately 45% in uncertainty evaluation was achieved.
Conclusions:
- Iterative feedback of machine correctness significantly enhances uncertainty modeling.
- The closed-loop uncertainty framework offers a robust method for improving human-machine team performance.
- This approach provides a more accurate probability of machine correctness, especially in dynamic environments.
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