A Aperiodic interarrival time, 172 regeneration period, 17, 46 Attained interarrival time, 41, 42, 64 renewal time, 55 service t
![A martingale view of Blackwell's renewal theorem and its extensions to a general counting process | Journal of Applied Probability | Cambridge Core A martingale view of Blackwell's renewal theorem and its extensions to a general counting process | Journal of Applied Probability | Cambridge Core](https://static.cambridge.org/binary/version/id/urn:cambridge.org:id:binary:20190809143438050-0300:S0021900219000354:S0021900219000354_eqn66.gif?pub-status=live)
A martingale view of Blackwell's renewal theorem and its extensions to a general counting process | Journal of Applied Probability | Cambridge Core
On the use of Lyapunov function methods in renewal theory E-mail: takis@alea.ece.utexas.edu E-mail: g.last@tu-bs.de
A proof of Blackwell's renewal theorem by mapping to integers arXiv:2108.00535v1 [math.PR] 1 Aug 2021
Some uniformity classes in Blackwell's renewal theorem for distributions with atomic or singular component
A proof of Blackwell's renewal theorem by mapping to integers arXiv:2108.00535v1 [math.PR] 1 Aug 2021
![A martingale view of Blackwell's renewal theorem and its extensions to a general counting process | Journal of Applied Probability | Cambridge Core A martingale view of Blackwell's renewal theorem and its extensions to a general counting process | Journal of Applied Probability | Cambridge Core](https://static.cambridge.org/binary/version/id/urn:cambridge.org:id:binary:20190809143438050-0300:S0021900219000354:S0021900219000354_eqn42.gif?pub-status=live)