Commentary on our own research, other mathematics pursuits, and whatever else we feel like writing about on any given day. Anyways, link fixed.Ī group blog by 8 recent Berkeley mathematics Ph.D.'s. Which leads me to wonder: are there more of these secret (by which I mean, somewhat indifferently publicized) listservs out there? Should I be signed up for some of them? Is there hot, hot, conference action that I’m missing out on because I’m not?ĮDIT: At least 25 people clicked on the link that should have led to the AMS Math Calendar, and not a single one of them saw fit to mention that it linked to entirely the wrong place. While this list slants a bit more topological/analytical than I do, it tells me about enough interesting conferences that I do appreciate it. Another venue, which is less well publicized where I hear about conferences is the geometry listserv at UTK. Nowadays, we have some lovely things like the AMS Mathematics Calendar (which all mathematicans should read regularly, unless they are crackheads), but it is a sad fact of life that some conferences organizers don’t know about the mathematics calendar, don’t know how to submit a conference listing there, or are just criminally lazy (or perhaps don’t want that much publicity, though I find that hard to believe). In the bad old days before the internet, it seems to have been almost entirely word of mouth. (2) If \(f\) is a maximal Calabi-Yau degeneration we can produce Lagrangian torus fibrations over a the complement of a codimension 2 set over the (expanded) essential skeleton of the degeneration, satisfying many of the properties conjectured by Kontsevich and Soibelman.As I’m sure you’re all aware, information about conferences circulates the mathematics world with less than perfect efficiency. (1) We can produce symplectic representatives of the monodromy with very special dynamics, and based on this and on a spectral sequence due to McLean prpve the family version of Zariski’s multiplicity conjecture. Pelka, we have shown how to associate a smooth locally trivial fibration \(f_A:A\to \Delta_\) is the modification by a potential of the restriction of \(\omega_X\) to the same fibre. Given a normal crossings degeneration \(f:(X,\Omega_X)\to\Delta\) of complex Kahler manifolds, in recent work together with T. In each congress, the interest and participation of geometers from Iberoamerica and other regions of the world have grown substantially, and the congress has become very dynamic with a high academic standard, with more and more mathematical fields being represented with lectures on exciting recent developments. The congress proceedings have been published by Contemporary Mathematics in several occasions. It was later organized in 2001 (Guanajuato, México), 2004 (Salamanca, Spain), 2007 (Ouro Preto, Brazil), 2010 (Pucón, Chile), 2014 (New York, USA), 2018 (Valladolid, Spain). Their efforts paid off in 1998, when the first Iberoamerican Congress on Geometry was held in Olmué (Chile). These four friends launched the project of carrying out such a congress periodically and rotating in venue. Indeed, in that occasion José María Muñoz took part and soon afterwards Irwin Kra also joined the idea. Its name was «Workshop on Abelian varieties and Theta Functions», the place of birth Morelia (México) and the date july 1996. From this idea the first workshop was born. Rodríguez and Sevin Recillas started to think about organizing a geometry meeting of Iberoamerican scope. It was in 1987 when several geometers from Chile, México, Spain and the United States met at a congress on Riemann surfaces held in Trieste, and decided to have periodic work meetings Rubí E. ICG have a history of more than 35 years.
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