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January 2019 Volume 66 · Issue 01
ISSN 0002-9920 (print) ISSN 1088-9477 (online) Notices ofof the American MathematicalMathematical Society January 2019 Volume 66, Number 1 The cover art is from the JMM Sampler, page 84. AT THE AMS BOOTH, JMM 2019 ISSN 0002-9920 (print) ISSN 1088-9477 (online) Notices of the American Mathematical Society January 2019 Volume 66, Number 1 © Pomona College © Pomona Talk to Erica about the AMS membership magazine, pick up a free Notices travel mug*, and enjoy a piece of cake. facebook.com/amermathsoc @amermathsoc A WORD FROM... Erica Flapan, Notices Editor in Chief I would like to introduce myself as the new Editor in Chief of the Notices and share my plans with readers. The Notices is an interesting and engaging magazine that is read by mathematicians all over the world. As members of the AMS, we should all be proud to have the Notices as our magazine of record. Personally, I have enjoyed reading the Notices for over 30 years, and I appreciate the opportunity that the AMS has given me to shape the magazine for the next three years. I hope that under my leadership even more people will look forward to reading it each month as much as I do. Above all, I would like the focus of the Notices to be on expository articles about pure and applied mathematics broadly defined. I would like the authors, topics, and writing styles of these articles to be diverse in every sense except for their desire to explain the mathematics that they love in a clear and engaging way. -
Stratifications, Equisingularity and Triangulation David Trotman
Stratifications, Equisingularity and Triangulation David Trotman To cite this version: David Trotman. Stratifications, Equisingularity and Triangulation. Introduction to Lipschitz Geom- etry of Singularities, pp.87-110, 2020. hal-03186959 HAL Id: hal-03186959 https://hal.archives-ouvertes.fr/hal-03186959 Submitted on 31 Mar 2021 HAL is a multi-disciplinary open access L’archive ouverte pluridisciplinaire HAL, est archive for the deposit and dissemination of sci- destinée au dépôt et à la diffusion de documents entific research documents, whether they are pub- scientifiques de niveau recherche, publiés ou non, lished or not. The documents may come from émanant des établissements d’enseignement et de teaching and research institutions in France or recherche français ou étrangers, des laboratoires abroad, or from public or private research centers. publics ou privés. Stratifications, Equisingularity and Triangulation David Trotman Abstract This text is based on 3 lectures given in Cuernavaca in June 2018 about stratifications of real and complex analytic varieties and subanalytic and definable sets. The first lecture contained an introduction to Whitney stratifications, Kuo- Verdier stratifications and Mostowski’s Lipschitz stratifications. The second lecture concerned equisingularity along strata of a regular stratification for the different reg- ularity conditions: Whitney, Kuo-Verdier, and Lipschitz, including thus the Thom- Mather first isotopy theorem and its variants. (Equisingularity means continuity along each stratum of the local geometry -
David Trotman
David Trotman This volume contains the proceedings of the international workshop \Topology and Geometry of Singular Spaces", held in honour of David Trotman in celebration of his sixtieth birthday. The workshop took place at the Centre International de Rencontres Math´ematiques(CIRM), Marseilles, France from October 29 to November 2nd 2012. Its main theme was the singularity theory of spaces and maps. The meeting was attended by 74 participants from all over the world. 29 talks were given by major specialists, and 8 posters were presented by some younger mathematicians. The topics of the talks and posters were wide- ranging: stratification theory, stratified Morse theory, geometry of definable sets, singularities at infinity of polynomial maps, additive invariants of real algebraic varieties, applications of singularities to robotics, and topology of complex analytic singularities. We thank all participants, especially the speakers, for making the meeting successful and fruitful, both socially and scientifically. We are also very grateful to all the research bodies who contributed to the financing of the conference: the CIRM institution, the University of Aix-Marseille for Fonds FIR, the LABEX Archim`ede,and FRUMAM, the University of Rennes 1, the University of Savoy, the ANR SIRE, the city of Marseilles, the "Conseil G`en`eraldes Bouches du Rh^one",the Ministry of Education via the ACCES program, the GDR (Groupement de Recherche) of the CNRS Singularit´eset Applications and the GDR-International franco-japonais-vietnamien de singularit´es. The papers of this volume cover a variety of the subjects discussed at the workshop. All the manuscipts have been carefully peer-reviewed. -
Annual Progress Report on the Mathematical Sciences Research Institute 2008-2009 Activities Supported by NSF Grant DMS – 0441170 May 1, 2010
Annual Progress Report on the Mathematical Sciences Research Institute 2008-2009 Activities supported by NSF Grant DMS – 0441170 May 1, 2010 Mathematical Sciences Research Institute Annual Report for 2008-2009 1. Overview of Activities...........................................................................................................3 1.1 New Developments ......................................................................................................3 1.2 Summary of Demographic Data ..................................................................................7 1.3 Major Programs & Associated Workshops...................................................................9 1.4 Scientific Activities Directed at Underrepresented Groups in Mathematics..............19 1.5 Summer Graduate Workshops ....................................................................................20 1.6 Other Scientific Workshops ………………………………………………………...22 1.7 Educational & Outreach Activities .............................................................................24 1.8 Programs Consultant List ...........................................................................................27 2. Program and Workshop Participation ...........................................................................28 2.1 Program Participant List .............................................................................................28 2.2 Program Participant Summary....................................................................................35