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An Optimal Method to Combine Results from Different Experiments
Physics arXiv
  • Theodore P. Hill, Georgia Institute of Technology - Main Campus
  • Jack Miller, Lawrence Berkeley National Laboratory
Publication Date
This article describes an optimal method (conflation) to consolidate data from different experiments, and illustrates the advantages of conflation by graphical examples involving gaussian input distributions, and by a concrete numerical example involving the values of lattice spacing of silicon crystals used in determination of the current values of Planck's constant and the Avogadro constant.
Citation Information
Theodore P. Hill and Jack Miller. "An Optimal Method to Combine Results from Different Experiments" Physics arXiv (2009)
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