12523 Magazine! The cover story? “Back from the DR and ready to lead!” featuring photos of the Soopers!! Other magazine stories included lake path closures due to flooding, and new friendship bracelet patterns. It was a laundry morning (meaning the camp laundry goes out), and hidden among the over stuffed bags of laundry strewn across cabin porches, was a surprise…. On Girls Side, Color War “broke” the morning of August 1. It’s also the ultimate culmination of the Soopers and Upper Seniors camper careers, and their time to take everything they’ve learned at Scatico to serve as leaders. or the countless moments, interactions, and competitions that make Color War what it is. It’s the perfecting closing camp event, in which every kid gets their unique moment to shine- whether that’s creatively, athletically, through their leadership, through their friendship. Math.It’s that time of summer… COLOR WAR is upon us!Ĭolor War is one of those special camp events that brings campers of all ages together, and allows divisionmates to collaborate in new ways. Spitzer, F.: Interaction of markov processes. Shao, J., Havlin, S., Stanley, H.E.: Dynamic opinion model and invasion percolation. Schonmann, R.H.: Finite size scaling behavior of a biased majority rule cellular automaton. Poljak, S., Turzík, D.: On pre-periods of discrete influence systems. Poljak, S., Sura, M.: On periodical behaviour in societies with symmetric influences.
Perron, E., Vasudevan, D., Vojnovic, M.: Using three states for binary consensus on complete graphs. Peleg, D.: Local majorities, coalitions and monopolies in graphs: a review. 252, 121–142 (2009)ĭe Oliveira, M.J.: Isotropic majority-vote model on a square lattice. Oliveira, G.M., Martins, L.G., Carvalho, L.B., Fynn, E.: Some investigations about synchronization and density classification tasks in one-dimensional and two-dimensional cellular automata rule spaces.
Moore, C.: Majority-vote cellular automata, ising dynamics, and p-completeness. Molofsky, J., Durrett, R., Dushoff, J., Griffeath, D., Levin, S.: Local frequency dependence and global coexistence. Mitsche, D., Pérez-Giménez, X., Prałat, P.: Strong-majority bootstrap percolation on regular graphs with low dissemination threshold. Kozma, R., Puljic, M., Balister, P., Bollobás, B., Freeman, W.J.: Phase transitions in the neuropercolation model of neural populations with mixed local and non-local interactions.
Koch, C., Lengler, J.: Bootstrap percolation on geometric inhomogeneous random graphs. (ed.) Percolation Theory and Ergodic Theory of Infinite Particle Systems, pp. Gray, L.: The behavior of processes with statistical mechanical properties. Goles, E., Olivos, J.: Comportement périodique des fonctions à seuil binaires et applications. Algorithms 1(2), 129–150 (2003)įrischknecht, S., Keller, B., Wattenhofer, R.: Convergence in (social) influence networks. Wiley, London (1968)įlocchini, P., Královič, R., Ružička, P., Roncato, A., Santoro, N.: On time versus size for monotone dynamic monopolies in regular topologies. 550, 36–50 (2014)įeller, W.: An Introduction to Probability Theory and its Applications: Volume I, vol. arXiv preprint arXiv:1410.3291 (2014)įazli, M., Ghodsi, M., Habibi, J., Jalaly, P., Mirrokni, V., Sadeghian, S.: On non-progressive spread of influence through social networks. 2 (2012)Įinarsson, H., Lengler, J., Panagiotou, K., Mousset, F., Steger, A.: Bootstrap percolation with inhibition. 18(1–2), 17–51 (2009)Ĭardelli, L., Csikász-Nagy, A.: The cell cycle switch computes approximate majority.
Algorithms 36(3), 315–340 (2010)īalogh, J., Bollobás, B., Morris, R.: Majority bootstrap percolation on the hypercube. Keywordsīalister, P., Bollobás, B., Johnson, J.R., Walters, M.: Random majority percolation. Consider a graph \(G=(V,E)\) and a random initial vertex-coloring such that each vertex is blue independently with probability \(p_\)) results in a bichromatic period of configurations of length one or two, after at most \(2n^2\) ( \(4n^2\)) steps with high probability.
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