PPT-Cops and Robbers

Author : yoshiko-marsland | Published Date : 2016-03-09

1 What is left to do on Cops and Robbers Anthony Bonato Ryerson University GRASCan 2012 Where to next we focus on 6 research directions on the topic of Cops and

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Cops and Robbers: Transcript


1 What is left to do on Cops and Robbers Anthony Bonato Ryerson University GRASCan 2012 Where to next we focus on 6 research directions on the topic of Cops and Robbers games by no means exhaustive. 1. Cops and Robbers: Directions and Generalizations. Anthony Bonato. Ryerson University. GRASTA . 2012 . Happy 60. th. Birthday RJN. May your searching never end.. Cops and Robbers. 2. Cops and Robbers. How to catch a robber on a graph?. The game of Cops and Robbers. The rules of the game. The . C. op is placed . f. irst. C. The . R. obber may . then. choose a placement. C. R. Next, they . alternate. Middle-of-the-road. “the givens for KM”. Alternative routes?. “Fellow travellers”. Spectacular views,. Worth the effort to reach. Winding lanes,. Unexpected approaches. Raw output from #. Kmers. 1. Catch me if you can!. The Game of Cops and Robbers on Graphs. Anthony Bonato. Ryerson University. ICMCM’11 . December 2011. Cops and Robbers. Cops and Robbers. 2. C. C. C. R. Cops and Robbers. Cops and Robbers. Cops and Robbers Games Played on Graphs. Anthony Bonato. Ryerson . University. Toronto, Canada. University . of . Iceland. Mathematics Seminar. Cops and Robbers. Cops and Robbers. Cops and Robbers. 2. of cops and robbers played on products of graphs Neufeld a'*, R. Nowakowski b Department of Mathematics and Statistics, University of Winnipeg, Winnipey, Man., Canada R3C1 Y3 b Department of Mathemati Fionn Mc Inerney. Université Côte . d’Azur. , CNRS, . Inria. , I3S, . France. Joint . work. . with. . Anthony . Bonato. , . Ryerson. . University. Work published and presented at the . 2nd International . Anthony Bonato. Ryerson University. GRASCan’17. Grenfell Campus. Graphs on surfaces. ?. ?. S. 0. S. 1. Genus of a graph. a graph that can be embedded in an (orientable!) surface with . g. holes (and . *. Michael Kaminsky. †. . David G. Andersen. ‡. *. Princeton, . †. Intel . Labs, . ‡. CMU. Don’t Settle for Eventual. : . . . . Scalable . Causal . . Consistency . for . Katherine Perry. University of Denver, USA – Go Pioneers!. Conference on Combinatorics and its Applications. July 2018. Joint Work. Jane Breen, University of Manitoba. Boris . Brimkov. , Rice University. Synchronizer (COPS) . September 2015. Brigade S-1 Operations Course. Senior Leader Training Division. Adjutant General School. 2. Terminal Learning Objective. Action. : Demonstrate COPS. Conditions. How to catch a robber on a graph?. The game of Cops and Robbers. The rules of the game. The . C. op is placed . f. irst. C. The . R. obber may . then. choose a placement. C. R. Next, they . alternate. Topic:. Games. . Cops and. Robbers. Red Light. Green Light. . Blobb. Moving. . Goals. Vacation. Land. Gates . Dribbling. Week . 4. Try to get through at least 3-4 games before . I need Thee Every hour. Nina haja . nawe. Kila. . saa. ;. Hawezi. . mwingine. Kunifaa. .. I need Thee every hour, . Most . gracious Lord;. No tender voice like Thine . Can . peace afford.. J'ai soif de ta présence,.

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