NA-Digest index for 1995https://netlib.org/na-digest-html/95/
Conference Congress on Computational and Applied Mathematics Supercomputing on IBM Systems Conference in Russia on Simulation of Devices Meeting in Portugal on Vector and Parallel
The GNU MPFR Libraryhttps://www.mpfr.org/
with MPFR . CGAL (Computational Geometry Algorithms Library). DateTime-Astro (functions for astronomical calendars). Eigen , a C++ template library for linear algebra, via Pavel H
Martin Demaine's Papershttps://martindemaine.org/papers/
and Marcel Roeloffzen ) Computational Geometry: Theory and Applications , volume 98, October 2021, pages 101784. Continuous Flattening of All Polyhedral Manifolds using Countably
David Freeman, Meta/Facebookhttp://theory.stanford.edu/~dfreeman/
. Invited talk at Computational Number Theory Workshop , Foundations of Computational Mathematics 2008 , Hong Kong, June 2008 Slides (.pdf) Implementing the genus 2 CM method Invi
NA-Digest index for 2010https://netlib.org/na-digest-html/10/
and Software, Utah Computational Science Ph.D. Studies in San Diego Contents, Communications in Mathematical Sciences, 9(2) Contents, Applied and Computational Mathematics, 9(2) C
Some publicationshttps://members.loria.fr/PZimmermann/papers/
be viable as a large computational format. 2024: Quadratic Short Division , with Juraj Sukop, May 2024. In Modern Computer Arithmetic, the authors describe a quadratic division wi
Web Surfinghttp://web.cs.wpi.edu/~jshutt/surfing.html
the cosmic web, computational geometry; Zel'dovich and Adhesion approximations) (15-Aug-15; 17-Nov-20) Consistent Quantum Theory (18-Mar-07; 23-Jan-21) Tony Smith (one can't help
Jeff Ericksonhttp://jeffe.cs.illinois.edu/
🔥 Spring 2026: CS 498: Computational Geometry Fall 2025: CS/ECE 374: Algorithms & Models of Computation (co-taught with Emily Fox ) Spring 2025: CS 598: Advanced Data Structur
Referenceshttp://www.georgehart.com/virtual-polyhedra/references.html
Abstract, Convex and Computational , Kluwer, 1994, pp. 43-70. Detailed framework for a general notion of polyhedra in which the faces are basically a path of edges, and so may be
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