NewsAndré Lichnerowicz Prize in PoissonGeometry – <strong>2014</strong>Rui L. Fernandes (University of Illinois at Urbana-Champaign, USA)The André Lichnerowicz Prize was established in 2008to be awarded for notable contributions to Poisson geometry.The prize is awarded every two years at the “InternationalConference on Poisson Geometry in Mathematicsand Physics” to researchers who have completedtheir doctorates at most eight years before the year ofthe conference.The prize was named in memory of André Lichnerowicz(1915–1998) whose work was fundamental in establishingPoisson geometry as a branch of mathematics. In<strong>2014</strong>, it was awarded by a jury composed of the membersof the scientific and advisory committees of the biennialPoisson Conference. The prize awarded 500 USD toeach recipient, the funds provided by the host institutionof the conference, the University of Illinois at Urbana-Champaign.***The <strong>2014</strong> prize was awarded toDavid Li-Bland and Ioan Mărcuţon 4 August <strong>2014</strong> at the University of Illinoisat Urbana-Champaign.***David Li-Bland received a PhD in mathematics at theUniversity of Toronto in 20<strong>12</strong> under the direction ofEckhard Meinrenken. He is currently an NSF PostdoctoralFellow at UC Berkeley. Li-Bland has made importantcontributions to Dirac and Poisson geometry. In histhesis, he introduced and studied the infinitesimal counterpartsof Courant groupoids and Dirac groupoids. Incollaboration with Severa, he developed a theory ofmoduli spaces of flat connections on “quilted surfaces”,with varying structure groups for different regions ofthe surface. They found that these moduli spaces havenatural quasi-Poisson structures, and suggested a universalquantisation scheme applicable in this setup. Otheraccomplishments of Li-Bland include an integrationprocedure for exact Courant algebroids (with Severa),a classification of Dirac Lie groups (with Meinrenken)and the linear “derived” symplectic category (withWeinstein).Ioan Mărcuţ received his PhD in mathematics fromthe University of Utrecht in 2013, under the supervisionof Marius Crainic. He is currently a Postdoctoral Fellowat the University of Illinois at Urbana-Champaign.Mărcuţ has made fundamental contributions to the globalgeometry of Poisson structures, most notably through his(semi-)local forms and rigidity results. Such results rangefrom generalisations of Conn’s linearisation theorem toexplicit computations of moduli spaces of Poisson structures.First of all, he extended the geometric approachof Crainic-Fernandes, proving a generalisation of Conn’stheorem around symplectic leaves. He also clarified andsimplified the original analytic approach of Conn, makingit available for the study of other geometric structuresand allowing him to prove a much more general rigidityresult (around Poisson submanifolds); as an application,he provided the first explicit computation of a non-trivialPoisson moduli space. Other accomplishments of Mărcuţinclude a direct geometric proof of the existence of symplecticrealisations (with Crainic), the study of obstructionsand deformations of log-symplectic structures (withOsorno Torres) and the study of transversals in Poissongeometry (with Frejlich).150th Anniversary of the LondonMathematical SocietyStephen Huggett (University of Plymouth, UK)On the 16th January 1865 the London Mathematical Societyheld its inaugural meeting, at University CollegeLondon. Augustus De Morgan was elected its first President.The Society grew rapidly, and quickly acquired ahigh reputation abroad: for example, in 1870 MichelChasles commented approvingly on it, and encouragedmathematicians in France to follow suit. (Here we shouldalso note that the Moscow Mathematical Society wasfounded one year earlier, in 1864: happy anniversary toour Russian colleagues!)There were monthly meetings at which papers wereread, notably by people such as Cayley, Sylvester, Clif-8 EMS Newsletter December <strong>2014</strong>
Newsford, Maxwell, and Kelvin. Some of these were publishedin the Proceedings, but this was not automatic: from thebeginning, there was a strict refereeing process! Paperswhich survived this process included Maxwell’s 1871 paperOn the mathematical classification of physical quantities,and Turing’s 1937 paper On Computable Numbers,with an Application to the Entscheidungsproblem.Of the many distinguished mathematicians who haveserved as President, we may single out Hardy as havinghad a particularly significant effect: the Society wasalready international in outlook, but he vigorously promotedthis, which we remember today in our Hardy Fellowship.He worked very hard for the Society throughouthis career, and gave a considerable bequest to the Society,which has helped us to remain a strong independentvoice. 1Today the top priority for the Society remains supportfor research in mathematics, through its research grantsschemes, through its advocacy of good research policy toresearch councils and government, and of course throughits publications.On the 16th of January 2015 we will be holding a bigmeeting in London to launch a year of celebrations ofour 150th anniversary. It will be on the theme of Mathematics:Unlocking Worlds, and it is planned to make it accessibleon the web. This will be the first of many events,some of them completely new for us, and some of themthings that we usually do but that we plan to make evenbetter during our anniversary year. Please look at www.lms.ac.uk/2015-events-listing for all the details, but hereare two examples.The Society has had women members since the 1880s,so it is especially appropriate that from the 14th to the17th of April there will be a Women in Mathematics Celebrationheld in the Mathematical Institute at the Universityof Oxford. Young mathematicians, from those justleaving school to postdoctoral researchers, will hear talksfrom some of the most eminent women mathematiciansof recent years, demonstrating what a career in mathematicscan achieve. As well as these inspiring mathematicaltalks, there will be opportunities for networking andsocialising.From the 11th to the 13th of September there will bean LMS/EMS Joint Mathematical Weekend held at BirminghamUniversity. This also celebrates the 25th Anniversaryof the European Mathematical Society! Theemphasis of the meeting will be on Algebra, Analysis,and Combinatorics, and the interactions between theseareas and probability theory. In addition, the Societiesare keen to promote participation by young researchersfrom across Europe via a session for postdoctoral researchersand a poster session for PhD students.Members of the European Mathematical Society arevery welcome indeed to take part in our celebrations.1For those interested in the history of the Society, a goodsource is the introduction in Oakes S, Pears A, Rice A, TheBook of Presidents 1865–1965 London Mathematical Society2005.Stephen Huggett was the Programme Secretary of theLondon Mathematical Society from 2001 to 2011, and hasbeen its General Secretary since 20<strong>12</strong>.Call for Nominations for theOstrowski Prize, 2015The aim of the Ostrowski Foundation is to promote the mathematical sciences. Every second year it provides aprize for recent outstanding achievements in pure mathematics and in the foundations of numerical mathematics.The value of the prize for 2015 is 100.000 Swiss francs.The prize has been awarded every two years since 1989. The most recent winners are Ben Green and Terence Taoin 2005, Oded Schramm in 2007, Sorin Popa in 2009, Ib Madsen, David Preiss and Kannan Soundararajan in 2011and Yitang Zhang in 2013. Seefor the complete list and further details.http://www.ostrowski.ch/index_e.php?ifile=preisThe jury invites nominations for candidates for the 2015 Ostrowski Prize. Nominations should include a CV of thecandidate, a letter of nomination and 2–3 letters of reference. The Chair of the jury for 2015 is Christian Berg ofthe University of Copenhagen, Denmark. Nominations should be sent to berg@math.ku.dk by April 15, 2015.EMS Newsletter December <strong>2014</strong> 9
- Page 7 and 8: EMS News- mini-symposia;- film and
- Page 9: EMS NewsTransitionOn 29 June, in th
- Page 13: Newsconjecture of Elliott and Halbe
- Page 16 and 17: Featurejecture for acute triangles
- Page 18 and 19: FeatureBirch and Bombieri, which in
- Page 20 and 21: Featuresure that comes from derivin
- Page 22 and 23: FeatureFor me, personally, it felt
- Page 24 and 25: Featureplaced by several applicatio
- Page 26 and 27: ObituaryAnatolii Skorokhod(10 Sept
- Page 28 and 29: ObituaryIn 1957-1964, Skorokhod was
- Page 31 and 32: Obituarysion processes in a region
- Page 33 and 34: Obituarysupport the study of the ri
- Page 35 and 36: Discussionthe self-citations? One o
- Page 37 and 38: Discussiona large, diligent work-fo
- Page 39 and 40: Discussionattention of the media, 6
- Page 41 and 42: Discussionequations) also received
- Page 43 and 44: Short Report on ICM2014DiscussionMi
- Page 45 and 46: Interview with Fields MedallistMart
- Page 47 and 48: InterviewCertainly, it was.Competit
- Page 49 and 50: InterviewPictures are very importan
- Page 51 and 52: InterviewThere are, of course, no r
- Page 53 and 54: Research CentresThe IMS also plays
- Page 55 and 56: Research CentresMIMS “Mathematics
- Page 57 and 58: Book ReviewsCANP TanzaniaThe CANP (
- Page 59 and 60: Book ReviewsReviewer: Werner Kleine
- Page 61 and 62:
Book Reviewscation” (by Jean-Luc
- Page 63 and 64:
Book ReviewsIn 1923, Artin was only
- Page 65 and 66:
Letters to the EditorReply to: ‘A
- Page 67 and 68:
Introducing new and recent books fr