By Alexandre Borovik, Alexei G. Myasnikov

ISBN-10: 0821834835

ISBN-13: 9780821834831

ISBN-10: 7819183853

ISBN-13: 9787819183858

When you consider that its starting place within the early twentieth century, combinatorial crew idea has been basically all in favour of algorithms for fixing specific difficulties on teams given by means of turbines and family: observe difficulties, conjugacy difficulties, isomorphism difficulties, and so forth. fresh years have noticeable the focal point of algorithmic workforce conception shift from the decidability/undecidability form of end result to the complexity of algorithms. Papers during this quantity replicate that paradigm shift. Articles are in line with the AMS/ASL Joint targeted consultation, Interactions among good judgment, team thought and laptop technological know-how. the amount is appropriate for graduate scholars and learn mathematicians attracted to computational difficulties of crew concept

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Extra info for Computational And Experimental Group Theory: Ams-asl Joint Special Session, Interactions Between Logic, Group Theory, And Computer Science, January ... Maryland

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Incline Algebra and Applications. Mathematics and its Applications. Ellis-Horwood, 1984. [CMQV89] G. Cohen, P. -P. Quadrat, and M.

Alternative proof of Sine's theorem on the size of a regular polygon in R" with the 2°° metric. Discrete Computational Geometry, 7:433-434, 1992. [Car7l] B. A. Carre. An algebra for network routing problems. Journal of the Institute of Mathematics and its Applications, 7:273-294, 1971. [CDQV85] G. Cohen, D. -P. Quadrat, and M. Viot. A linearsystem-theoretic view of discrete-event processes and its use for performance evaluation in manufacturing. IEEE Transactions on Automatic Control, 30(3):210-220, 1985.

Transactions of the AMS, 282:487-502, 1984. [CGa] D. D. Cofer and V. K. Garg. Idempotent structures in the supervisory control of discrete event systems. Appears in [Gun97]. [CGb] R. A. Cuninghame-Green. Maxpolynomials and discrete-event dynamic systems. Appears in [Gun97]. [CG62] R. A. Cuninghame-Green. Describing industrial processes with interference and approximating their steady-state behaviour. Operational Research Quarterly, 13(1):95-100, 1962. An Introduction to Idempotency 43 [CG79] R.

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