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T. Tharoor's user avatar
T. Tharoor's user avatar
T. Tharoor
  • Member for 4 years, 9 months
  • Last seen more than 4 years ago
  • London, Royaume-Uni
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Convergence of estimator given by a fixed point
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Convergence of estimator given by a fixed point
From the strong law of large numbers, for all $s$ $H_t(s)\to H_\infty(s)$ almost surely. But from there I do not see how to pursue.
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Convergence of estimator given by a fixed point
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Convergence of estimator given by a fixed point
Moreover, as far as I understand, $(1)$ is the central limit theorem, why do you need a stronger result?
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Convergence of estimator given by a fixed point
Thank you for your answer. Correct me if I'm wrong but this does not imply almost sure convergence, right?
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Convergence of estimator given by a fixed point
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