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Proceedings of the 29th International Symposium on Mathematical Foundations of Computer Science (MFCS 2004) Lecture Notes in Computer Science Volume 3153 Springer; 2004 p 574 585 37 Gairing M, L cking T, Mavronicolas M, Monien B, Rode M Nash equilibria in discrete u routing games with convex latency functions Proceedings of the 31st International Colloquium on Automata, Languages and Programming (ICALP 2004) Lecture Notes in Computer Science Volume 3142 Springer; 2004 p 645 657 38 Gairing M, L cking T, Mavronicolas M, Monien B, Spirakis PG Extreme Nash equiu libria Proceedings of the 8th Italian Conference of Theoretical Computer Science (ICTCS 2003) Lecture Notes in Computer Science Volume 2841 Springer; 2003 p 1 20 39 Gairing M, L cking T, Mavronicolas M, Monien B, Spirakis PG Structure and comu plexity of extreme Nash equilibria Theor Comput Sci 2005;343(1 2):133 157 (Special issue titled Game Theory Meets Theoretical Computer Science, M.

as wetland sloughs without de ned channels, and contributed predominately subsurface runoff to the river (Huber et al., 1976). Discharges from Lake Kissimmee (Figure 6-3a) were continuous and consisted of high (>85 m3 sec-1) pulses, which occurred 10 times during the historical period of record (1933 1960), moderate pulses (28 to 56 m3 sec-1), which occurred about 28 percent of the time, and low ow regimes which, except for rare droughts (e.g., 1955 56), were dry-season transitions between the ood pulses. Discharges from Lake Kissimmee fell below 8.5 m3 sec-1 during only 5 percent of the historical period of record. Most high and moderate discharge pulses lasted about a year, typically beginning in June-July, peaking at the end of the wet season, September-

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Mavronicolas and S Abramsky, guest editors) 40 Gairing M, Monien B, Tiemann K Sel sh routing with incomplete information Proceedings of the 17th Annual ACM Symposium on Parallelism in Algorithms and Architectures (SPAA 2005), ACM Press; 2005 p 203 212 Extended version accepted to Theory of Computing Systems, Special Issue with selected papers from the 17th Annual ACM Symposium on Parallelism in Algorithms and Architectures (SPAA 2005) 41 Gairing M, Monien B, Tiemann K Routing (un-)splittable ow in games with playerspeci c linear latency functions Proceedings of the 33rd International Colloquium on Automata, Languages and Programming (ICALP 2006) Lecture Notes in Computer Science Volume 4051 Springer; 2006 p 501 512 42 Geanakoplos J Nash and Walras equilibrium via Brouwer Econ Theor 2003;2(2 3): 585 603 43 Georgiou C, Pavlides T, Philippou A Network uncertainty in sel sh routing.

CD-ROM Proceedings of the 20th IEEE International Parallel and Distributed Processing Symposium (IPDPS 2006); 2006 44 Goldberg PW, Papadimitriou CH Reducibility among equilibrium problems Proceedings of the 38th Annual ACM Symposium on Theory of Computing (STOC 2006) ACM Press; 2006 p 61 70 45 Gottlob G, Greco G, Scarcello F Pure Nash equilibria: hard and easy games J Artif Intell Res 2005;24:357 406..

and the two-dimensional X -Z Cartesian coordinates in the meridional plane of a point on the geoid surface will xmeridional a cos fparametric a cos fgeodetic q ; a2 cos2 fgeodetic b2 sin2 fgeodetic z b sin fparametric b sin fgeodetic q a2 cos2 fgeodetic b2 sin2 fgeodetic in terms of geodetic latitude.

One of Nassau s more formal and elegant clothing stores, this shop sells garments made from lamb s wool and English cashmere. Elegant sportswear (including Korean-made Guayabera shirts) and suits are sold here. Most of the clothes are for men, but women often stop in for a look at the fancy handmade Irish linen handkerchiefs and the stylish cuff links, studs, and other accessories. Bay and George sts. & 242/322-3118. Bonneville Bones The name alone will intrigue, but it hardly describes what s inside. This is the best men s store we ve found in Nassau. You can find everything here, from standard T-shirts and designer jeans to elegant casual clothing, including suits. Bay St.

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Each cell of the automaton takes three states substrate S, activator A, and inhibitor I. Adopting formalism from [7], we represent the cell state transition rule as a matrix M = (mij ), where 0 i j 7, 0 i + j 7, and mij {I, A, S}. The output state of each neighborhood is given by the row index i, the number of neighbors in cell state I, and column index j (the number of neighbors in cell state A). We do not have to count the number of neighbors in cell state S, because it is given by 7 (i + j). A cell with a neighborhood represented by indexes i and j will update to cell state Mij that can be read off the matrix. In terms of the cell state transition function, this can be presented as follows: xt+1 = M 2 (x)t 1 (x)t , where i (x)t is a sum of cell x s neighbors in state i, i = 1, 2, at time step t. The exact matrix structure, which corresponds to matrix M3 in the work by Wuensche and Adamatzky [53], is as follows: S S S S M= S S S S A I S I S S S I I I I I I A I A I A I A I A I I I I I I .

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