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https://arxiv.org/abs/1912.01251
[1912.01251] Hitting time of edge disjoint Hamilton cycles in random subgraph processes on dense...
Abstract page for arXiv paper 1912.01251: Hitting time of edge disjoint Hamilton cycles in random subgraph processes on dense base graphs
hitting timehamilton cyclesedgedisjoint
https://www.nationalacademies.org/projects/DEPS-AFSB-19-03/event/33572
Adapting to Shorter Time Cycles: A Workshop Series for the United States Air Force
Workshop #1 of the Adapting to Shorter Time Cycles
time cyclesadaptingshorterworkshopseries
https://scirp.org/reference/referencespapers?referenceid=1587850
Penrose, R. (2011) Cycles of Time An Extraordinary New View of the Universe. Alfred Knopf, New...
Penrose, R. (2011) Cycles of Time An Extraordinary New View of the Universe. Alfred Knopf, New York.
cycles of timenew viewpenroseextraordinary