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Optimized Response-Adaptive Clinical Trials: Sequential Treatment Allocation Based on Markov Decision Problems (BestMasters) - Softcover

Buch 4 von 91: BestMasters

Ondra, Thomas

 
9783658083434: Optimized Response-Adaptive Clinical Trials: Sequential Treatment Allocation Based on Markov Decision Problems (BestMasters)

Inhaltsangabe

Two-armed response-adaptive clinical trials are modelled as Markov decision problems to pursue two overriding objectives: Firstly, to identify the superior treatment at the end of the trial and, secondly, to keep the number of patients receiving the inferior treatment small. Such clinical trial designs are very important, especially for rare diseases. Thomas Ondra presents the main solution techniques for Markov decision problems and provides a detailed description how to obtain optimal allocation sequences.

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Über die Autorin bzw. den Autor

Thomas Ondra obtained his Master of Science degree in mathematics at University of Vienna. He is a research assistant and PhD student at the Section for Medical Statistics of Medical University of Vienna.

Von der hinteren Coverseite

Two-armed response-adaptive clinical trials are modelled as Markov decision problems to pursue two overriding objectives: Firstly, to identify the superior treatment at the end of the trial and, secondly, to keep the number of patients receiving the inferior treatment small. Such clinical trial designs are very important, especially for rare diseases. Thomas Ondra presents the main solution techniques for Markov decision problems and provides a detailed description how to obtain optimal allocation sequences.

Contents

  • Introduction to Markov Decision Problems and Examples
  • Finite and Infinite Horizon Markov Decision Problems
  • Solution Algorithms: Backward Induction, Value Iteration and Policy Iteration
  • Designing Response Adaptive Clinical Trials with Markov Decision Problems

Target Groups

  • Researchers and students in the fields of mathematics and statistics
  • Professionals in the pharmaceutical industry<

The Author

Thomas Ondra obtained his Master of Science degree in mathematics at University of Vienna. He is a research assistant and PhD student at the Section for Medical Statistics of Medical University of Vienna.

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