Book Review: Lee Smolin, The Trouble with Physics
Smolin finds the root of the problem in the approach to research prevalent in the “elementary particle community”, which continues to be that in string theory, and which he describes as a “brash, aggressive and competitive atmosphere,
This week in the mathematics arXiv 6 Nov - 10 Nov
AG/0611129> Yoshinori Namikawa: Birational geometry and deformations of nilpotent AP/0611163> Masaru Ikehata: An inverse source problem for the heat Problem for a General Class of Non-Linear Discrete Input - Output Systems with
Call for sausage
The topics of the Symposium reflect the rich diversity of research interests in computational geometry. Topics of interest include, but are not limited to: discrete and combinatorial geometry and topology; design and analysis of
August 28,2006
I57 2006; THE IMO COMPENDIUM : A COLLECTION OF PROBLEMS SUGGESTED FOR THE INTERNATIONAL I58 2005; DIFFERENCE EQUATIONS AND DISCRETE DYNAMICAL SYSTEMS B39 2005; CLASSICAL GEOMETRIES IN MODERN CONTEXTS : GEOMETRY OF REAL INNER
Approaches to Uncertainty Visualization
This research lies in the lack of methods that present uncertainty and data. The common underlying problem is visually mapping data and uncertainty Add geometry: While glyphs do add geometry, they are placed at discrete locations.
Differential Geometry Books II
1090); New Problems of Differential Geometry (Series on Soviet and East European Mathematics, Vol 8); Strange Phenomena in Convex and Discrete Geometry (Universitext); Theories Of Integration: The Integrals Of Riemann, Lebesgue,
Differential Geometry Books III
ETH Zürich); Tight and Taut Submanifolds (Mathematical Sciences Research Geometry of Foliations: The Fundamental Integrability Problem (Springer Series in Discrete Groups, Expanding Graphs and Invariant Measures (Progress in
Origami part I
Origami is an active field of mathematical research as well as of arts. Erik Demaine is famous for his contributions to solving the fold-and-cut-problem, Discrete and Computational Geometry (the corresponding wikipedia link is
Seminars, Courses
new fresh ideas. In their recent interesting book Research Problems in Discrete Geometry (Springer, New York 2005) P. Brass, W. Moser, J. Pach wrote: "Although Discrete Geometry has a rich history extending more than 150
Where Do We Stand on Meshfree Approximation Schemes?
This interpolant (coined as Laplace since it is a discrete solution to the Laplace to see yet another connection emerge between geometry-and-approximation. Research in stabilized nodal integration techniques for meshfree methods
discrete+geometry+in+problem+research: discrete+geometry+in+problem+research