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Section 74

EurekaMag Full Text Articles Chapter 73,676



References:

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Kramer, G.A. 1992: A geometric constraint engine. Artificial Intelligence 58(1-3): 327-360
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Cossidente, A.; Sonnino, A. 2008: A Geometric Construction of a [110, 5, 90]9-Linear Code Admitting the Mathieu Group M11. IEEE Transactions on Information Theory 54(11): 5251-5252
Meshulam, R. 1984: A geometric construction of a superconcentrator of depth 2. Theoretical Computer Science 32(1-2): 215-219
Chun, C. 2010: A geometric construction of iterative formulas of order three. Applied Mathematics Letters 23(5): 512-516
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Green, M.; Halliday, S. 1996: A geometric modeling and animation system for virtual reality : Virtual reality software and technology. Communications of the Acm 39(5): 46-53
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Martinelli, M.; Vavassori, P. 1990: A geometric (Pancharatnam) phase approach to the polarization and phase control in the coherent optics circuits. Optics Communications 80(2): 166-176
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Youngs, I.J. 2003: A geometric percolation model for non-spherical excluded volumes. Journal of Physics. D, Applied Physics 36(6): 738-747
Conforti, M.; Cornuejols, G.; Zambelli, G. 2011: A Geometric Perspective on Lifting. Operations Research 59(3): 569-577
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Hariharan, P.; Roy, M. 1992: A geometric-phase interferometer. Journal of Modern Optics 39(9): 1811-1815
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Yuan Lin, Z.H.A.N.G.; Guan Jun, W.A.N.G. 2009: A geometric process repair model for a repairable cold standby system with priority in use and repair. Reliability Engineering and Systems Safety 94(11): 1782-1787
Guan Jun, W.A.N.G.; Yuan Lin, Z.H.A.N.G. 2009: A geometric process repair model for a two-component system with shock damage interaction. International Journal of Systems Science 40(11): 1207-1215
Klop, J.W.; Van Oostrom, V.; De Vrijer, R. 2000: A geometric proof of confluence by decreasing diagrams. Report - Software Engineering (7): 1-22
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Iturriaga, R. 2002: A geometric proof of the existence of the Green bundles. Proceedings of the American Mathematical Society 130(8): 2311-2312
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