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Swept volume: a retrospective and prospective view.

, , , и . Neural Parallel & Scientific Comp., 5 (1-2): 81-102 (1997)

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Sabine Blackmore

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Dynamical properties of discrete Lotka-Volterra equations, , , и . Chaos, Solitons, & Fractals, 12 (13): 2553--2568 (октября 2001)On the exponentially self-regulating population model, и . Chaos, Solitons & Fractals, 14 (9): 1433--1450 (декабря 2002)A Unified Localizable Emergency Events Scale., и . IJISCRAM, 1 (4): 1-14 (2009)Generating Swept Solids for NC Verification Using the SEDE Method., , и . Symposium on Solid Modeling and Applications, стр. 364-375. ACM, (1997)On swept volume formulations: implicit surfaces., , и . Comput. Aided Des., 33 (1): 113-121 (2001)Deformed Swept Volume Analysis to NC Machining Simulation with Cutter Deflection., , и . SSM, том 146 из IFIP Conference Proceedings, стр. 158-. Kluwer, (1998)Computational Topology and Swept Volumes., , , , и . Geometric and Algorithmic Aspects of Computer-Aided Design and Manufacturing, том 67 из DIMACS Series in Discrete Mathematics and Theoretical Computer Science, стр. 53-78. DIMACS/AMS, (2003)Interesting bifurcations in walking droplet dynamics., и . Commun. Nonlinear Sci. Numer. Simul., (2020)A General Fractal Distribution Function for Rough Surface Profiles., и . SIAM J. Appl. Math., 56 (6): 1694-1719 (1996)Swept volume: a retrospective and prospective view., , , und . Neural Parallel & Scientific Comp., 5 (1-2): 81-102 (1997)