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Chapline, G. (1992) Information Flow in Quantum Mechanics: The Quantum Maxwell Demon. In: Black, T., et al., Eds., Proceedings of Santa Fe Conference on the Foundations of Quantum Mechanics, World Scientific, Singapore, 255.

has been cited by the following article:

• TITLE: Leech Lattice Extension of the Non-Linear Schrodinger Equation Theory of Einstein Spaces

  AUTHORS: George Chapline

  KEYWORDS: Quantum Gravity, Quantum Space-Time, Emergent Space-Time, Space-Time Quantum Entanglement

  JOURNAL NAME: Journal of Modern Physics, Vol.8 No.14, December 20, 2017

  ABSTRACT: Although the scalar nonlinear Schrodinger equation has provided valuable insights into how quantum mechanics might modify the classical general relativistic description of space-time, a detailed understanding of space-times with matter has remained elusive. In this paper, we propose generalizing the nonlinear Schrodinger equation theory of Einstein spaces to include matter by transplanting the 3 + 1 dimensional theory to the 24-dimensional Leech lattice plus 1 time dimension. The scalar wave function and Chern-Simons gauge potential which encode the classical Kahler potential become 11 × 11 complex matrices belonging to a 195,442 dimensional representation of the Mathieu group M11. This theory describes gravity coupled to internal degrees of freedom which include a supersymmetric E6 × E6 Yang-Mills theory of matter.