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1990
A renewal process may be defined as a sequence {X n , n = 1, 2,...} of independent, identically distributed random variables that are placed one after another. We may think of X n as the interval from the n — 1st to the n-th occurrences of an event,although X n may have nothing to do with time and may not separate events as such.
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A renewal process may be defined as a sequence {X n , n = 1, 2,...} of independent, identically distributed random variables that are placed one after another. We may think of X n as the interval from the n — 1st to the n-th occurrences of an event,although X n may have nothing to do with time and may not separate events as such.
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2020
In the analytic approach to Markov chains, the convergence to steady state of an ergodic hmc is a consequence of a result on power series called the renewal theorem by the probabilists. In this chapter however the renewal theorem will not be the essential step in the proof of the convergence theorem but, on the contrary, it will be obtained as a ...
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In the analytic approach to Markov chains, the convergence to steady state of an ergodic hmc is a consequence of a result on power series called the renewal theorem by the probabilists. In this chapter however the renewal theorem will not be the essential step in the proof of the convergence theorem but, on the contrary, it will be obtained as a ...
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Control of stem cell renewal and fate by YAP and TAZ
Nature Reviews Molecular Cell Biology, 2023Jordan Driskill, Duojia Pan
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Haematopoietic stem cell self-renewal in vivo and ex vivo
Nature Reviews Genetics, 2020Adam C Wilkinson +2 more
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