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2 results

  • 17 - The Correlation of Wave Functions with the States of Physical Systems

  • Guido Bacciagaluppi, Universiteit Utrecht, The Netherlands, Elise Crull, City College, City University of New York
  • Book:
    The Einstein Paradox
    Published online:
    14 November 2024
    Print publication:
    28 November 2024, pp 257-259

  • Summary

    This is a reprinting of Edwin Kemble’s 1935 reply to the EPR paper. Kemble misses EPR’s point by taking their completeness criterion to be merely an epistemic concept; Kemble himself admits as much in a letter to Einstein later that year. His original response to EPR is nevertheless of interest, as Kemble there provides an argument for a statistical interpretation of the wavefunction – a view he attributes to Slater already in a 1929 paper, but for which Kemble provides greater clarity and motivation.

  • Limit theorems for point processes generated in a general branching process

  • Martin Härnqvist
  • Journal:
    Advances in Applied Probability / Volume 13 / Issue 4 / December 1981
    Published online by Cambridge University Press:
    01 July 2016, pp. 650-668
    Print publication:
    December 1981

  • With the general convergence theory for branching processes as basis a special problem is studied. An extra point process of events during life is assigned to each realised individual, and the behaviour of the superposition of such point processes in action is studied as the population grows. With the proper scaling and under some regularity conditions the superposition is shown to converge in distribution to a Poisson process. Another scaling gives rise to a mixed Poisson process as limit.

    Established weak convergence techniques for point processes are applied, together with some recent strong convergence results for branching processes.