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contents: 1. Almost sure convergence in noncommutative L2 spaces; 2. Individual ergodic theorems in L2 over a von Neumann algebra; 3. Asymptotic formulae; 4. Convergence of iterates of contractions; 5. Convergence of orthogonal series and strong laws of large numbers; 6. Convergence of conditional expectations and martingales; 7. Miscellaneous results. It is interesting to note that the main tool is spectral theory, and not operator algebra techniques.

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