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| ![enter image description here][1] ---------- ## Update 2019-11-10: Winners' Announcement Belatedly, here are the winners (also I changed the category names a bit, and added one, but hey, this is not terribly formal). We thank all who... |
| [![enter image description here][1]][2] In his [blog Yesterday](https://writings.stephenwolfram.com/2019/06/the-wolfram-function-repository-launching-an-open-platform-for-extending-the-wolfram-language/), Stephen Wolfram announced the launch of... |
| Wolfram Research will host the 2017 East Coast Computer Algebra Day (ECCAD) on Saturday, April 29, at our main building in Champaign IL. This is open to all interested in the various aspects of computer algebra, broadly construed, in education,... |
| Suppose one has a fairly long segment of nucleotide letters ATGC. A way to form an image, based on the Chaos Game Representation of Jeffrey, is as below. I use a pixellation level of 256x256 (2^8 x 2^8). chars = {"A", "T", "G", "C"}; dim... |
| With sadness I report the recent passing of Jaime Rangel-Mondragon. http://community.wolfram.com/web/jrangelmondragon/home He was a long time friend of Wolfram Research and a long time user and proponent of Mathematica. He was also a prolific,... |
| The International Symposium on Symbolic and Algebraic Computation is the preeminent annual conference in the field of symbolic computation (broadly defined). This year it will be held July 23-25 in Kobe, Japan, as a satellite of the International... |
| =================================================== ISSAC 2014 Call for Software Presentations International Symposium on Symbolic and Algebraic Computation Kobe University, Japan, July 23-25, 2014 http://www.issac-conference.org/2014/ ... |
| Would be nice to see contributions from the Mathematica user community. Also note there will later be calls for posters and software exhibits. Daniel Lichtblau ------------------------------------------------------------------------------------ ... |
| I have the following graph. [mcode]In[622]:= InputForm[g1] Out[622]//InputForm= Graph[{1, 2, 3, 4, 5, 6}, {UndirectedEdge[1, 2], UndirectedEdge[2, 3], UndirectedEdge[3, 4], UndirectedEdge[4, 5], UndirectedEdge[5, 6], UndirectedEdge[6,... |