tailieunhanh - Sphere Packings

Sphere packings is one of the most fascinating and challenging subjects in mathematics. Almost four centuries ago, Kepler studied the densities of sphere packings and made his famous conjecture. Several decades later, Gregory and Newton discussed the kissing numbers of spheres and proposed the Gregory-Newton problem. Since then, these problems and related ones have attracted the attention of many prominent mathematicians such as Blichfeldt, Dirichlet, Gauss, Hermite, Korkin, Lagrange, Minkowski, Thue, Voronoi, Watson, and Zolotarev, as well as many active today | Sphere Packings Chuanming Zong Springer Universitext Editorial Board North America s. Axler . Gehring . Ribet Springer New York Berlin Heidelberg Barcelona Hong Kong London Milan Paris Singapore Tokyo Universitext Editors North America s. Axler . Gehring and . Ribet Aksoy Khamsi Nonstandard Methods in Fixed Point Theory Andersson Topics in Complex Analysis Aupetit A Primer on Spectral Theory Berberian Fundamentals of Real Analysis Booss BIeecker Topology and Analysis Borkar Probability Theory An Advanced Course Bottcher Silbermann Introduction to Large Truncated Toeplitz Matrices Carleson Gamelin Complex Dynamics Cecil Lie Sphere Geometry With Applications to Submanifolds Chae Lebesgue Integration 2nd ed. Charlap Bieberbach Groups and Flat Manifolds Chern Complex Manifolds Without Potential Theory Cohn A Classical Invitation to Algebraic Numbers and Class Fields Curtis Abstract Linear Algebra Curtis Matrix Groups DiBenedetto Degenerate Parabolic Equations Dimca Singularities and Topology of Hypersurfaces Edwards A Formal Background to Mathematics I a b Edwards A Formal Background to Mathematics n a b Foulds Graph Theory Applications Friedman Algebraic Surfaces and Holomorphic Vector Bundles Fuhrmann A Polynomial Approach to linear Algebra Gardiner A First Course in Group Theory Gảrding Tambour Algebra for Computer Science Goldblatt Orthogonality and Spacetime Geometry Gustafson Rao Numerical Range The Held of Values of Linear Operators and Matrices Hahn Quadratic Algebras Clifford Algebras and Arithmetic Witt Groups Holmgren A First Course in Discrete Dynamical Systems Howe Tan Non-Abelian Harmonic Analysis Applications of SZZ2 R Howes Modem Analysis and Topology Hsieh Sibuya Basic Theory of Ordinary Differential Equations Humi Miller Second Course in Ordinary Differential Equations Hurwitz Kritikos Lectures on Number Theory Jennings Modem Geometry with Applications Jones Morris Pearson Abstract Algebra and Famous Impossibilities Kannan Krueger Advanced