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Remembering John von Neumann
The extraordinary inspiration of John von Neumann
Von Neumann and the early days of ergodic theory
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action activated analysis appear application associated bounded C*-algebra called classe complex connection consider construction continuous corresponding defined derivative described determined developed dimension direct discussion distribution dynamics effect elements energy equations equivalent ergodic example existence fact factors field Figure finite flow function geometry give given Hilbert space ideas important infinite integral interaction interest invariant isomorphic limit linear logical Math mathematical matrices measure methods motion natural Neumann algebra normal Notes observables obtained operators Phys physics positive possible present probability problem projections proof properties proved provides pure quantum field quantum mechanics question range relation representation rings scales scientific shown shows simple simulations solutions statistical structure theorem theory tion transformations unique unit University vector wave weights