DOCSLIB.ORG
Explore
Sign Up
Log In
Upload
Search
Home
» Tags
» Kepler conjecture
Kepler conjecture
Kepler and Hales: Conjectures and Proofs Dreams and Their
A Computer Verification of the Kepler Conjecture
The Sphere Packing Problem in Dimension 8 Arxiv:1603.04246V2
An Overview of the Kepler Conjecture
Nonisotropic Self-Assembly of Nanoparticles: from Compact Packing to Functional Aggregates Xavier Bouju, Etienne Duguet, Fabienne Gauffre, Claude Henry, Myrtil L
Big Proof Big Proof
What Deans of Informatics Should Tell Their University Presidents1 Robert L
Johannes Kepler (1571-1630)
The Kepler Conjecture
Cannonballs and Honeycombs, Volume 47, Number 4
MYSTERIES of the EQUILATERAL TRIANGLE, First Published 2010
Big Math and the One-Brain Barrier a Position Paper and Architecture Proposal
Kepler's Conjecture
The Rise and Fall of the Universe
View This Volume's Front and Back Matter
From Kepler to Hales, and Back to Hilbert
A Proof of the Kepler Conjecture
An Observer Epistemology – Astronomy, Modernity and the Spatial Revolution. the Modern Worl
Top View
Formal Proof of the Kepler Conjecture
A Formal Proof of the Kepler Conjecture
Constraining Gravity with the Equation of State in Neutron Stars
Johannes Kepler - Wikipedia, the Free Encyclopedia
Geometric Packings of Non-Spherical Shapes
Part II Proof of the Kepler Conjecture
The Kepler Conjecture the Hales-Ferguson Proof
Densest Sphere Packing in Dimension 8, As Well As an Overview of the (Very Similar) Proof That the Leech Lattice Is Optimal in Dimension 24
Research in Mathematics
The Kepler Conjecture
A Proof of the Kepler Conjecture (DCG Version)
The Proof of the Packing
Kepler Meets Alexander the Great: the Hellenistic Legacy in Astronomy
Kepler: Analogies in the Search for the Law of Refraction
Towards a Proof of the 24-Cell Conjecture
Kepler's Conjecture Any Packing of Three-Dimensional Euclidean Space with Equal-Radius Spheres Has Density Bounded by Τ √2/12 0.74
Dense Packings of the Platonic and Archimedean Solids
FOCUS on MAA Celebrating a Century of Mathematics 1915–2015 Table of Contents
The Kepler Conjecture
Min Yan, Department of Mathematics Uruk, Sumer (Iraq), 3400-3100BC Tomb of King Djoser, Egypt, 2668-2649BC Chogha Zanbil, Elamite (Iran), 1250BC
Johannes Kepler English Version
Kepler's Conjecture and Hales's Proof
A REVISION of the PROOF of the KEPLER CONJECTURE Contents
Booth 313 California International Antiquarian Book Fair 7-9 February 2014
Upper Bound on the Disordered Density of Sphere Packing and the Kepler Conjecture Jozsef Garai
[email protected]