Advances in arithmetic study

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Yang, R. P. Zou, and A. B. Yu, Voronoi tessellation of the packing of fine uniform spheres, Physical Review E, V. 65 (2002), 041302/1-8. Using Mathematical Tessellation … 25 [33] L. Y. Yi, K. J. Dong, R. P. Zou, and A. B. Yu, Radical tessellation of the packing of ternary mixtures of spheres, Powder Technology, V. 224 (2012), 129-137. [34] J. D. Bernal and J. Mason, Co-ordinations of randomly packed spheres, Nature, 188 (1960) 910-911. [35] C. D. F. Rogers, T. A. Dijkstra, and I. J. Smalley, Particle packing from an Earth science viewpoint, Earth-Science Reviews, V.

63] I. Vecchio, C. Redenbach, and K. Schladitz, Angles in Laguerre tessellation models for solid foams, Computational Materials Science, V. 83 (2014), 171–184. [64] F. F. Yao, Computational Geometry Handbook of Theoretical Computer Science: Algorithms and complexity, Elsevier Science Publishers, (1990), 343-380l. In: Advances in Mathematics Research. Volume 20 Editor: Albert R. Baswell, pp. 27-64 ISBN: 978-1-63482-741-6 © 2015 Nova Science Publishers, Inc. Chapter 2 FURTHER RESULTS ON FRACTIONAL CALCULUS FOR NON-DIFFERENTIABLE FUNCTIONS APPLICATIONS TO Z-TRANSFORM AND GENERALIZED FUNCTIONS Jumarie Guy* Department of Mathematics, University of Québec at Montréal, Downtown Station, Montréal, Qc, Canada Abstract Purpose.

Boots, K. N. , Chichester, England, 2000, 657 p. W. Brostow, Voronoi polyhedra and Delaunay simplexes in the structural analysis of molecular-dynamics-simulated materials, Physical Review B, V. 57 (1998), no. 21, 13448-13458. J. Chen, X. Zhao, and Zh. Li, An algorithm for the generation of Voronoi diagrams on the sphere based on QTM, Photogrammetric Engineering & Remote Sensing, V. 69 (2003), no. 1, 79–89. M. A. Mostafavi, Ch. Gold, and M. Dakowicz, Delete and insert operations in Voronoi/Delaunay methods and applications, Computers & Geosciences, V.