Difference between revisions of "Mathematics Jobs Wiki 2008-2009"
From NotableMathWiki
(→Germany M-P: Steffen Dereich receives offer from U Marburg) |
(→Key) |
||
| Line 68: | Line 68: | ||
"Apply by" can mean a strict deadline, or full consideration, or something else. Expired deadlines may be replaced by the last deadline listed. See the ads for details. | "Apply by" can mean a strict deadline, or full consideration, or something else. Expired deadlines may be replaced by the last deadline listed. See the ads for details. | ||
| + | Also in [http://www.applicationessay.net college admission essays], what is a point ? The straightness of a straight line and the planeness of a plane require consideration. Furthermore, "congruence" is a difficulty. For when a triangle "moves," the points do not move with it. So what is it that keeps unaltered in the moving triangle ? Thus the whole method of measurement in geometry as described in the elementary textbooks and the older treatises is obscure to the last degree. Lastly, what are "dimensions" ? All these topics require thorough discussion before we can rest content with the definition of mathematics as the general science of magnitude; and by the time they are discussed the definition has evaporated. An outline of the modern answers to questions such as the above will now be given. A critical defence of them would require a volume.1 Cardinal Numbers. - A one-one relation between the members of two classes a and 0 is any method of correlating all the members of a to all the members of 13, so that any member of a has one and only one correlate in 1 3, and any member of l3 has one and only one correlate in a. Two classes between which a one-one relation exists have the same cardinal number and are called cardinally similar; and the cardinal number of the class a is a certain class whose members are themselves classes - namely, it is the class composed of all those classes for which a one-one correlation with a exists. Thus the cardinal number of a is itself a class, and furthermore a is a member of it. For a one-one relation can be established between the members of a and a by the simple process of correlating each member of a with itself. Thus the cardinal number one is the class of unit classes, the cardinal number two is the class of doublets, and so on. Also a unit class is any class with the property that it possesses a member x such that, if y is any member of the class, then x and y are identical. A doublet is any class which possesses a member x such that the modified class formed by all the other members except x is a unit class. And so on for all the finite cardinals, which are thus defined successively. The cardinal number zero is the class of classes with no members; but there is only one such class, namely - the null class. Thus this cardinal 1 Cf. The Principles of Mathematics, by Bertrand Russell (Cambridge, 1903). 1903). number has only one member. The operations of addition and multiplication of two given cardinal numbers can be defined by taking two classes a and 13, satisfying the conditions (1) that their cardinal numbers are respectively the given numbers, and (2) that they contain no member in common, and then by defining by reference to a and (3 two other suitable classes whose cardinal numbers are defined to be respectively the required sum and product of the cardinal numbers in question. We need not here consider the details of this process.With these definitions it is now possible to prove the following six premisses applying to finite cardinal numbers, from which Peano 2 has shown that all arithmetic can be deduced i. Cardinal numbers form a class. | ||
| + | ii. Zero is a cardinal number. | ||
| + | iii. If a is a cardinal number, a+I is a cardinal number. | ||
| + | iv. If s is any class and zero is a member of it, also if when x is a cardinal number and a member of s, also x-}-I is a member of s, then the whole class of cardinal numbers is contained in s. v. If a and b are cardinal numbers, and a+I =b+1, then a =b. vi. If a is a cardinal number, then ad-i #o. | ||
| + | It may be noticed that (iv) is the familar principle of mathematical induction. Peano in an historical note refers its first explicit employment, although without a general enunciation, to Maurolycus in his work, Arithmeticorum libri duo (Venice, 1575). | ||
| + | [edit] Canada | ||
== Tenured/tenure-track positions == | == Tenured/tenure-track positions == | ||
Revision as of 14:01, 9 September 2009
Welcome to the Mathematics Jobs Wiki 2008-2009. This page collects rumors and authoritative information about the academic mathematics job market: positions, short lists, offers, acceptances, etc. It lists positions at PhD-granting departments (including stat and applied math), and at departments that are research-oriented by other reasonable criteria. See the teaching positions page for other academic math jobs.
To post news or corrections anonymously, send e-mail to wikimod@gmail.com, or edit this wiki page yourself. You can also discuss math jobs and this page on an independent discussion board.
There is no guarantee that any information listed here is accurate; no warranty is expressed or implied. This site is supported by an anonymous wiki moderator and by Greg Kuperberg (who is recused from reading e-mail to wikimod). UC Davis and the UC Davis Math Department do not endorse this project and disavow any responsibility for the information on this wiki.
Extra remarks:
- Did you accept a position this year, or win a postdoctoral award? Then please add your name! See the talk page for reasons why.
- Did you ask whether a department position is filled, or could you? Please add a Halmos symbol "□" (HTML code "□") wherever you have this information; it is the single most-wanted datum on this page.
Contents |
Key
| Departments | * | MathJobs position | (s) | statistics | (a) | applied |
| (b) | biomath/biostat | (c) | computational | (o) | optimization/OR | |
| Positions | (p) | merely preferred | (t) | tenured position | (u) | tenure-track |
| (o) | open rank | (n) | n positions | |||
| Apply by | (∞) | open indefinitely | (*) | created position | ||
| Names | italic | offer | bold | accepted | |
withdrawn/declined |
| ... | and others | □ | search completed |
"Apply by" can mean a strict deadline, or full consideration, or something else. Expired deadlines may be replaced by the last deadline listed. See the ads for details. Also in college admission essays, what is a point ? The straightness of a straight line and the planeness of a plane require consideration. Furthermore, "congruence" is a difficulty. For when a triangle "moves," the points do not move with it. So what is it that keeps unaltered in the moving triangle ? Thus the whole method of measurement in geometry as described in the elementary textbooks and the older treatises is obscure to the last degree. Lastly, what are "dimensions" ? All these topics require thorough discussion before we can rest content with the definition of mathematics as the general science of magnitude; and by the time they are discussed the definition has evaporated. An outline of the modern answers to questions such as the above will now be given. A critical defence of them would require a volume.1 Cardinal Numbers. - A one-one relation between the members of two classes a and 0 is any method of correlating all the members of a to all the members of 13, so that any member of a has one and only one correlate in 1 3, and any member of l3 has one and only one correlate in a. Two classes between which a one-one relation exists have the same cardinal number and are called cardinally similar; and the cardinal number of the class a is a certain class whose members are themselves classes - namely, it is the class composed of all those classes for which a one-one correlation with a exists. Thus the cardinal number of a is itself a class, and furthermore a is a member of it. For a one-one relation can be established between the members of a and a by the simple process of correlating each member of a with itself. Thus the cardinal number one is the class of unit classes, the cardinal number two is the class of doublets, and so on. Also a unit class is any class with the property that it possesses a member x such that, if y is any member of the class, then x and y are identical. A doublet is any class which possesses a member x such that the modified class formed by all the other members except x is a unit class. And so on for all the finite cardinals, which are thus defined successively. The cardinal number zero is the class of classes with no members; but there is only one such class, namely - the null class. Thus this cardinal 1 Cf. The Principles of Mathematics, by Bertrand Russell (Cambridge, 1903). 1903). number has only one member. The operations of addition and multiplication of two given cardinal numbers can be defined by taking two classes a and 13, satisfying the conditions (1) that their cardinal numbers are respectively the given numbers, and (2) that they contain no member in common, and then by defining by reference to a and (3 two other suitable classes whose cardinal numbers are defined to be respectively the required sum and product of the cardinal numbers in question. We need not here consider the details of this process.With these definitions it is now possible to prove the following six premisses applying to finite cardinal numbers, from which Peano 2 has shown that all arithmetic can be deduced i. Cardinal numbers form a class. ii. Zero is a cardinal number. iii. If a is a cardinal number, a+I is a cardinal number. iv. If s is any class and zero is a member of it, also if when x is a cardinal number and a member of s, also x-}-I is a member of s, then the whole class of cardinal numbers is contained in s. v. If a and b are cardinal numbers, and a+I =b+1, then a =b. vi. If a is a cardinal number, then ad-i #o. It may be noticed that (iv) is the familar principle of mathematical induction. Peano in an historical note refers its first explicit employment, although without a general enunciation, to Maurolycus in his work, Arithmeticorum libri duo (Venice, 1575). [edit] Canada
Tenured/tenure-track positions
United States
A-K
L-T
UA-UL
UM-UZ
V-Z
| Institution | Areas | Apply by | Short lists and offers |
| Vanderbilt U* | num thy, geom (p) | Dec 1 | |
| West Virginia U* | various (2) | Nov 15 | |
| West Virginia U* | various (2) | Nov 15 | |
| Worcester Poly* | applied | Dec 1 |
Canada
| Institution | Areas | Apply by | Short lists and offers |
| Carleton U | appl anal | Dec 1 | |
| McGill U | number thy | Nov 15 | Alina Bucur, |
| McGill U | applied (≤3) (u) | Nov 30 | |
| McGill U | applied (t) | Nov 30 | Dmitry Pelinovsky |
| McGill U | stat | Dec 15 | Johanna Neslehova |
| McMaster U | biomath | date | |
| Memorial U | alg topology | Nov 17 | Tom Baird, Shengda Hu, Ping Zhang |
| Memorial U | analysis | Jan 16 | Zhuang Niu |
| Memorial U | stats | Nov 17 | Ye Sun, Qihao Xie, Zhangmin Zhang |
| U Alberta | biomath | Nov 7 | Julien Arino, Pak-Wing Fok, Peter Hinow, Hao Wang |
| U Alberta | math phys | Nov 7 | Vincent Bouchard, Weiyong He, Andrew Neitzke |
| U Alberta | math finance | Nov 7 | |
| U Montreal | number thy | Sept 15 | |
| U New Brunswick | all | Nov 15 | |
| U Ottawa | all | Nov 15 | |
| U Ottawa | algebra | Nov 15 |
Germany
| Key: | (W1) | assistant professor | (W2) | associate professor | (W3) | professor |
Germany A-C
| Institution | Areas | Apply by | Short lists and offers |
| RWTH Aachen | numer anal (W2) | Mar 31, 2009 | Massimo Fornasier [1] |
| RWTH Aachen | sci comp (W2) | Oct 2, 2009 | |
| RWTH Aachen | discr opt (W2) | expired | Arie M.C.A. Koster [2] |
| RWTH Aachen | math | expired | Christof Melcher |
| U Augsburg | financial (W2) | Apr 16, 2009 | |
| U Augsburg | diff geom (W3) | Oct 31, 2008 | |
| U Augsburg | stat (W3) | expired | Yarema Okhrin |
| U Augsburg | appl anal | expired | Malte Peter |
| U Augsburg | algebra / num thy | expired | Marc Nieper-Wißkirchen |
| U Augsburg | algebra / num thy (W2) | June 30, 2009 | |
| U Augsburg | numer anal / sci comp (W2) | Oct 15, 2009 | |
| U Augsburg | nonlin anal (W3) | Nov 1, 2009 | |
| U Bayreuth | real anal/PDE (W3) | May 20, 2009 | |
| U Bayreuth | num thy (W3) | expired | |
| U Bayreuth | num thy (W3) | June 22, 2009 | |
| U Bayreuth | applied (W2) | Sep 15, 2009 | |
| U Bayreuth | algeb geom (W2) | Oct 15, 2009 | |
| FU Berlin | math (W2) | expired | Priska Jahnke [6] |
| FU Berlin | topology (W2/W3) | 2007 | halted (2009) [7] |
| FU Berlin | analysis, geom, math phys (W1) | expired | [8] |
| FU Berlin | discrete (W3) | expired | Tibor Szabó [9] |
| HU Berlin | statistics (W3) | Oct 9, 2008 | |
| HU Berlin | math phys (W3) | Oct 15, 2008 | |
| HU Berlin | statistics (W1) | Apr 9, 2009 | |
| TU Berlin | dynam sys (W3) | expired | |
| TU Berlin | applied (W3) | (*) | Olga Holtz |
| TU Berlin | probability (W3) | expired | Wolfgang König [10] |
| TU Berlin | stoch/finance | 2008 | Peter Karl Friz [11], ... [12] |
| U Bielefeld | math phys (W2) | Mar 20, 2009 | |
| U Bielefeld | analysis (W2) | expired | Moritz Kaßmann [13] |
| U Bielefeld | algebra (W2) | Sep 16, 2009 | |
| U Bochum | alg geom (W3) | expired | |
| U Bonn | stoch (W2) | expired | Patrik Ferrari [14] |
| U Bonn | all math (W3) (5)
"Hausdorff" |
Stefan Müller [15] | |
| U Bonn | all math (W2) (several) | Mar 15, 2009 | |
| U Bonn | sci comp/simul (W2) | Sep 15, 2009 | |
| TU Braunschweig | appl anal (W3) | Apr 30, 2009 | |
| TU Braunschweig | disc opt (W2) | expired | Marc E. Pfetsch |
| TU Braunschweig | appl anal | expired | Dirk Langemann [16] |
| TU Braunschweig | analysis (W1) | expired | Dirk Lorenz [17] |
| U Bremen | analysis (W2) | Mar 20, 2009 | |
| TU Chemnitz | Fourier anal (W1) | Aug 21, 2009 | |
| TU Chemnitz | financial (W3) | expired | Thorsten Schmidt |
| TU Clausthal | comb opt (W2) | expired | Sigrid Knust [18] |
| U Cologne | geom/topol (W2) | Mar 31, 2009 | Richard Weidmann, Thomas Vogel (LMU Munich), Janko Latschev, Chris Wendl [19] |
| U Cologne | applied (W2) | Oct 31, 2008 | Maria Neuss-Radu, Wilhelm Huisinga, Matthias Röger, Nicole Marheineke, Stefan Siegmund, Christian Pötzsche [20] |
| U Cologne | math (W2) | expired | Kathrin Bringmann [21] |
Germany D-F
| Institution | Areas | Apply by | Short lists and offers |
| TU Darmstadt | modeling (W2) | Oct 10, 2009 | |
| TU Darmstadt | sci comp (W3) | expired | |
| TU Darmstadt | optim (W1) | expired | Christian Meyer |
| TU Darmstadt | expired | Niels Scheithauer [23] | |
| TU Dortmund | bio math (W3) | Oct 16, 2008 | |
| TU Dortmund | stat (W3) | expired | Christine Müller [24] |
| TU Dortmund | disc opt (W3) | 2008 | Mirjam Dür, Arie M.C.A. Koster, Michael Joswig, Benjamin Doerr, Annegret Wagler, Marc E. Pfetsch [26] |
| TU Dresden | applied (W1) | May 19, 2009 | |
| U Duisburg-Essen | Humboldt | (*) | Marc Levine [27] |
| U Duisburg-Essen | alg geom (W2) | Mar 19, 2009 | |
| U Duisburg-Essen | num thy (W3) | May 15, 2008 | Ulrich Görtz [28] |
| U Duisburg-Essen | stoch (W3)
(Davies) |
expired | offer [29] |
| U Duisburg-Essen | stoch (W3)
(Rogge) |
expired | offer [30] |
| U Duisburg-Essen | nonlin anal (W3) | expired | Patrizio Neff |
| U Düsseldorf | stoch (W2) | Apr 2, 2009 | Bero Roos, Peter Becker-Kern, Frederik Herzberg, Johannes Leitner, Axel Gandy, Eva Löcherbach, Alexander Meister [31] |
| U Düsseldorf | PDE (W3) | Apr 30, 2009 | Michael Westdickenberg, Helmut Abels, Hannes Uecker, Daniel Grieser, László Székelyhidi Jr., Georg Weiss, Matthias Eller, Ralph Chill, Eva Fasangová [32] |
| U Düsseldorf | pure/alg geom (W2) | Apr 30, 2009 | Manuel Blickle, Matthias Schütt, Ingrid Bauer, Christopher Voll, Sascha Orlik, Stefan Gille, Michael Lönne, Igor Burban, Georg Hein [33] |
| U Erlangen-Nürnberg | applied/sci comp (W2) | Dec 15, 2008 | |
| U Erlangen-Nürnberg | algebra/discrete (W3) | Nov 15, 2008 | |
| U Erlangen-Nürnberg | financial (W3) | Nov 15, 2008 | |
| U Erlangen-Nürnberg | optim (W1) | expired | Michael Stingl [34] |
| U Erlangen-Nürnberg | (W2) | expired | Peter Fiebig [35] |
| U Frankfurt | geom/top (W3) | Jan 1, 2009 | |
| U Frankfurt | algebra/num thy (W2) | Jan 1, 2009 | |
| U Frankfurt | analysis (W2) | Aug 13, 2009 | |
| U Frankfurt | PDE | expired | Tobias Weth [36] |
| U Frankfurt | financial | expired | Christoph Kühn [37] |
| TU Freiberg | sci comp (W2/tt) | Jan 27, 2009 | |
| U Freiburg | math (W3) | expired | Stefan Kebekus [38] |
| U Freiburg | pure (W1) | expired | |
| U Freiburg | pure / arith geom (W1) | expired | Ulrich Derenthal [40] |
| U Freiburg | logic | expired | Martin Grohe [41] |
| U Freiburg | pure / analysis | expired | |
| U Freiburg | pure | expired | Guofang Wang [43] |
| U Freiburg | geometry (W3) | Apr 16, 2009 |
Germany G-L
| Institution | Areas | Apply by | Short lists and offers |
| U Gießen | analysis (W2) | expired | Michael Winkler |
| U Gießen | algebra (W3) | expired | Bernhard Matthias Mühlherr |
| U Gießen | algebra (W2) | Sep 18, 2009 | |
| U Göttingen | alg geom, num thy (W3) | Dec 15, 2008 | Wolfgang Lück [44], Michael McQuillan, Jörg Brüdern, Sergey Shadrin [45] |
| U Göttingen | num thy (W2/tt) | expired | Valentin Blomer [46] |
| U Göttingen | stoch (W2) | expired | Anja Sturm [47], Brice Franke, Erika Hausenblas [48] |
| U Göttingen | geom/pure (W2) | expired | Andreas Berthold Thom [49] |
| U Göttingen | comb opt (W1) | expired | Bodo Manthey, Stefan Ruzika, Silvia Schwarze [50] |
| U Göttingen | stoch (W1) | expired | Ulrike Schneider [51] |
| U Göttingen | PDE (W3)
(Kress) |
July 31, 2009 | |
| U Greifswald | applied (W2) | June 4, 2009 | |
| U Greifswald | stat (W1) | 2009 | Mikhail Langovoy (Eindhoven) [52], Katy Klauenberg, Pierre-Yves Louis [53] |
| FernU Hagen | numer math (W3) | expired | |
| FernU Hagen | numer math (W3) | Sep 10, 2009 | |
| U Hamburg | sci comp (W3) | expired | Thomas Ludwig [55] |
| U Hamburg | geometry (W3) | expired | Bernd Siebert [56] |
| U Hamburg | symp geom (W2) | Mar 15, 2009 | Paul-Andi Nagy, Georg Hein, Peter Albers, Oliver Baues, Stefan Waldmann, Priska Jahnke, Vsevolod Shevchishin, Janko Latschev, Chris Wendl |
| U Hamburg | Lie thy (W2) | expired | Ingo Runkel [57] |
| U Hamburg | optim (W3) | expired | |
| U Hamburg | stat/stoch (W1) | expired | Angelika Rohde [59] |
| U Hannover | financial (W3) | Jan 30, 2009 | Stefan Weber [60], Christoph Kühn, Thorsten Schmidt [61] |
| U Hannover | analysis (W2) | expired | Bernhard Krötz [62] |
| U Hannover | alg geom (W1) | expired | Matthias Schütt [63] |
| U Heidelberg | pure math (W3) | Mar 27, 2009 | |
| U Heidelberg | pure math (W3) | Oct 17, 2008 | |
| U Heidelberg | applied (W3) | expired | Ansgar Jüngel [65] |
| U Heidelberg | sci comp (W3) | expired | Peter Bastian [66] |
| U Heidelberg | sci comp (W3) | June 8, 2009 | |
| U Heidelberg | stat (W3) | July 30, 2009 | |
| U Hildesheim | alg/num thy | expired | Jürgen Sander |
| U Jena | algebra (W1) | Apr 30, 2009 | |
| TU Kaiserslautern | alg geom/comp alg (W3) | Dec 13, 2008 | |
| TU Kaiserslautern | diff-alg systems (W3) | Dec 13, 2008 | |
| TU Kaiserslautern | image proc (W3) | Dec 13, 2008 | Massimo Fornasier [67] |
| TU Kaiserslautern | sci comp (W3) | Dec 13, 2008 | |
| TU Kaiserslautern | comp num thy (W2) | Dec 13, 2008 | |
| TU Kaiserslautern | comp stoch (W3) | Dec 13, 2008 | |
| TU Kaiserslautern | theor math (W3) | Dec 15, 2008 | |
| TU Kaiserslautern | func anal (W3) | expired | Martin Grothaus [68] |
| U Karlsruhe | PDE (W3) | Oct 9, 2009 | |
| U Karlsruhe | applied/numer anal (W3) | Dec 31, 2008 | Robert Denk |
| U Karlsruhe | geometry (W3) | Oct 17, 2008 | |
| U Kiel | algebra (W2) | Nov 30, 2008 | Thorsten Holm [69] |
| U Kiel | algebra (W3)
(Schmidt) |
expired | Walter Gubler, Elisa Gorla, Stefan Gille, Thorsten Holm, Benjamin Klopsch, Istvan Heckenberger, Richard Weidmann [70] |
| U Kiel | sci comp | expired | Steffen Börm |
| U Konstanz | diff geom (W3) | expired | Wilderich Tuschmann |
| U Leipzig | applied (W3) | Mar 26, 2009 | |
| U Leipzig | stoch/financial (W1) | May 20, 2009 | |
| U Leipzig | numer PDE (W1) | May 20, 2009 | |
| U Lübeck | math (W2) | July 3, 2009 | |
| U Lübeck | applied/image proc (W3) | Aug 24, 2009 |
Germany M-P
| Institution | Areas | Apply by | Short lists and offers |
| U Magdeburg | algebra (W2) | expired | |
| U Mainz | analysis (W2)
(Schleinkofer) |
May 28, 2009 | Tobias Lamm, Mohameden Ould Ahmedou, Stefan Fröhlich, Jens Hoppe, Ivan Veselić, Christian Fleischhack, Horst Heck, Oliver Schnürer [71] |
| U Mainz | arith geom (W2/tt) | May 4, 2009 | |
| U Mainz | applied (W1) | expired | Olha Ivanyshyn, Thomas Richter, Thorsten Raasch, Dirk Lebiedz, Simone Göttlich [72] |
| U Mainz | numerical (W3) | Apr 1, 2007 | |
| U Mannheim | financial (W3) | Sep 15, 2008 | |
| U Marburg | stoch (W2) | Jan 2, 2009 | |
| U Marburg | algebra, Lie thy (W3) | Aug 7, 2009 | |
| U Marburg | stoch (W3) | expired | |
| U Marburg | stoch (W2) | expired | Hajo Holzmann [75] |
| TU Munich | math phys (W3) | Apr 1, 2009 | |
| TU Munich | numer anal (W3) | Apr 1, 2009 | Manuel Torrilhon [76], Ansgar Jüngel [77], Massimo Fornasier [78] |
| TU Munich | financial (W3) | Apr 30, 2009 | |
| TU Munich | numer PDE (W2) | May 31, 2009 | |
| TU Munich | comb opt (W2) | June 29, 2009 | Christoph Buchheim [79], Raymond Hemmecke (2), Frauke Liers (3), |
| TU Munich | applied (W2) | Jul 31, 2009 | |
| TU Munich | dyn sys (W2) | Jul 31, 2009 | |
| TU Munich | financial (W2) | Sep 15, 2009 | |
| TU Munich | probability (W3) | Oct 9, 2009 | |
| TU Munich | financial | expired | Alexander Schied |
| TU Munich | numer PDE | expired | Maria Lukacova-Medvidova [80] |
| TU Munich | numer/control | expired | Christina Kuttler [81] |
| U Munich | applied (W2)
(Sachs) |
Dec 15, 2008 | Anja Schlömerkemper, Thomas Østergaard Sørensen, Andreas Hinz, Christian Remling, Rupert Frank, Dorothee D. Haroske, Balint Farkas, Oliver Schnürer [82] |
| U Munich | math (W2)
(Schneider) |
Dec 15, 2008 | Marco Schlichting, Ulrich Derenthal, Georg Hein, Werner Bley, Priska Jahnke, Niko Naumann [83] |
| U Munich | applied (W2/tt)
(Steinlein) |
Jan 31, 2009 | Marc Oliver Rieger, Manuel Torrilhon, Lars Diening, Anja Schlömerkemper, James A. Rossmanith, Caroline Lasser, Sven Beuchler [84] |
| U Munich | math (W2)
(Georgii) |
Jan 31, 2009 | Igor Burban, Manuel Blickle, Michael Dettweiler, Walter Gubler, Sascha Orlik, Gabriele Link [85] |
| U Munich | applied/stoch (W3) | Oct 31, 2008 | |
| U Munich | financial (W3)
(Filipović) |
expired | Francesca Biagini [86], Christoph Kühn, Carlo Marinellli [87] |
| U Munich | applied/stoch (W2/tt) | Apr 22, 2009 | |
| U Munich | stat (W2) | Apr 14, 2009 | |
| U Munich | stat/bioimaging (W2) | expired | Volker Schmid [88] |
| U Münster | logic (W2) | June 19, 2009 | |
| U Münster | topology | expired | Roman Sauer [89], Michael Eisermann [90], Simon King [91], Markus Szymik [92], Frank Lutz [93], Christian Ausoni [94] |
| U Oldenburg | comp, discrete (W3) | Mar 13, 2009 | |
| U Oldenburg | appl stat | expired | Thomas Kneib [95] |
| U Osnabrück | applied, numer anal (W2) | Dec 31, 2008 | |
| U Osnabrück | topology (W3) | May 31, 2009 | |
| U Osnabrück | combinat opt (W2) | May 31, 2009 | |
| U Osnabrück | stoch (W3) | expired | Matthias Reitzner |
| U Paderborn | analysis (W2) | Jan 28, 2009 | interviews [96] |
| U Paderborn | num thy (W2) | Dec 5, 2008 | Walter Gubler, Georg Hein, |
| U Paderborn | discrete (W3) | expired | Jürgen Klüners, Mihyun Kang, Anusch Taraz, Mathias Schacht, Daniela Kühn, Tibor Szabó, Michael Joswig, Michael Huber, Annegret Wagler, Christian Haase [98] |
| U Passau | math (W2) | Nov 30, 2007 | Tobias Kaiser [99] |
| U Potsdam | stat (W3) | May 28, 2009 | |
| U Potsdam | analysis (W3) | May 28, 2009 | |
| U Potsdam | modeling / sys bio (W3) | May 28, 2009 | |
| U Potsdam | PDE (W2) | May 28, 2009 |
Germany R-Z
| Institution | Areas | Apply by | Short lists and offers |
| U Regensburg | geom/topol (W3) | Apr 6, 2009 | interviews [100] |
| U Regensburg | applied (W2) | 2008 | Helmut Abels [101], Lars Diening, Frank Müller (TU Cottbus), Anja Schlömerkemper, Dirk Horstmann [102], Massimo Fornasier [103], Hartmut Schwetlick, Caroline Lasser [104] |
| U Regensburg | expired | Thomas Leistner, Niko Naumann, Johannes Ebert, Roman Sauer [105] | |
| U Regensburg | (W2) | expired | |
| U Rostock | applied (W1) | expired | Thorsten Raasch |
| U Rostock | alg/geom (W2) | Nov 21, 2008 | Christian Bey, Ralf Gramlich, Frank Lutz, Harm Pralle, Achill Schürmann, Konrad Swanepoel |
| U Rostock | stat (W3) | expired | |
| U Rostock | stat (W2) | expired | Thomas Kneib |
| U Saarland | func anal (W3) | May 5, 2009 | |
| U Saarland | stoch (W1/tt) | May 5, 2009 | |
| U Saarland | stoch/stat (W3) | expired | Christian Bender [108] |
| U Siegen | stoch (W3) | Aug 13, 2009 | |
| U Stuttgart | math sys thy (W3) | 2008 | |
| U Stuttgart | modeling/stoch (W3) | 2008 | |
| U Stuttgart | geom (W3) | July 4, 2008 | |
| U Stuttgart | algebra/num thy (W3) | July 4, 2008 | Wilderich Tuschmann, Irene Bouw, Valentin Blomer, Anton Deitmar, Bernhard Krötz, Sascha Orlik, Detlev Hoffmann, [114] |
| U Stuttgart | geom/top (W3) | July 4, 2008 | Michael Eisermann |
| U Stuttgart | stoch (W3) | Apr 24, 2009 | Ingo Steinwart, Barbara Rüdiger, Ilya Pavlyukevich, Volker Betz, Anita Winter, Vitali Wachtel, Peter Becker-Kern, Erika Hausenblas, Mark Podolskij [115] |
| U Stuttgart | applied (W1) | expired | Bernard Haasdonk |
| U Trier | oper res (W3) | 2006 | |
| U Trier | stoch (W3) | expired | Lutz Mattner [119] |
| U Trier | func anal (W2) | expired | Jochen Wengenroth |
| U Tübingen | diff geom (W3) | May 2, 2009 | |
| U Tübingen | appl stat (W3) | expired | Martin Möhle |
| U Ulm | stoch (W1) | Nov 30, 2008 | |
| U Ulm | financial (W1) | Apr 24, 2009 | |
| U Ulm | actuarial (W1) | Apr 22, 2009 | |
| U Ulm | optim (W3) | Sep 30, 2009 | |
| U Würzburg | sci comp (W3) | Jan 31, 2009 | |
| U Würzburg | stoch/finance (W2) | Jan 31, 2009 | |
| U Würzburg | opt control | expired | Matthias Gerdts |
| U Wuppertal | top/geom (W3) | Oct 2, 2008 | |
| U Wuppertal | func anal (W3) | Oct 2, 2008 | |
| U Wuppertal | algebra/num thy (W3) | May 8, 2009 | |
| U Wuppertal | stoch/stat (W3) | expired | |
| U Wuppertal | numer anal (W2) | expired | Matthias Ehrhardt [121] |
France
| Key: | (mn) | MCF ∼ associate professor | (pn) | PR ∼ professor |
| (x25) | mathematics | (x26) | applied math |
Final application materials are due April 2.
| Institution | Areas | Short lists and offers |
| U Aix-Marseille 1 | education (m25/26) | |
| U Aix-Marseille 1 | probability (m26) | |
| U Aix-Marseille 1 | PDEs (m26) | |
| U Aix-Marseille 2 | various (m25) (3) | |
| U Aix-Marseille 3 | alg/geom/dynam (m25) | |
| U Aix-Marseille 3 | probability (m26) | |
| U Amiens | prob/dynam (m25/26) | |
| U Amiens | algebra (m25) | |
| IUFM Amiens | education (m25/26) | |
| U Angers | prob/stat (m25/26) | |
| U Angers | stat (m26) | |
| U Artois | alg/geom/top (m25) | |
| U Besançon | number thy (m25) | |
| IUFM Besançon | all math (m25/26) | |
| U Bordeaux 1 | various (m25) (3) | |
| U Bordeaux 1 | numer anal (m26) | |
| U Bordeaux 1 | OR/combin (m26) | |
| U Bordeaux 4 | education (m25/26) (2) | |
| IUFM Cergy-Pontoise | education (m25) | |
| U Clermont-Ferrand 1 | (m26) | |
| U Dijon | singularities (m25) | |
| U Dijon | alg/top (m25) | |
| U Evry VdE | biomath (m26) | |
| U Evry VdE | finance (m26) | |
| INP Grenoble | finance (m26) | |
| INP Grenoble | sci comp (m26) | |
| U Grenoble 1 | biomath (m26/27) | |
| U Grenoble 2 | applied stat (m26) | |
| U Havre | diff eq (m25/26) | |
| IUFM Lille | education (m25/26) | |
| U Lille 1 | anal/cx geom (m25) | |
| U Lille 1 | arith/alg geom (m25) | |
| U Lille 1 | numer anal (m26) | |
| U Lille 1 | prob/stat (m26) | |
| U Lille 3 | math econ (m26) | |
| U Lyon 2 | applied/stat/cs (m26/27) | |
| EGI Marseille | sci comp/fluids (m26/60) | |
| U Montpellier 2 | various (m25) (3) | |
| U Montpellier 2 | numer anal/stat (m26) | |
| U Nancy 1 | applied (m26) | |
| EC Nantes | EDP/optimiz (m26) | |
| U Nantes | probability (m26) | |
| U Nice | applied (m25/26) (2) | |
| U Orléans | various applied (m5/25/26) (4) | |
| ENS IIE | finance (m26) | |
| U Paris 1 | math econ (m26) (2) | |
| U Paris 1 | oper res (m26/27) | |
| U Paris 4 | education (m25/26) | |
| U Paris 5 | probability (m26) | |
| U Paris 5, IUT | sci comp (m26) | |
| U Paris 6, Chevaleret | alg/geom (m25) | |
| U Paris 6, Jussieu | various (m25) (5) | |
| U Paris 6, Jussieu | various applied (m26) (7) | |
| U Paris 7 | anal/geom (m25) | |
| U Paris 7 | logic/anal (m25) | |
| U Paris 7 | stat (m26) | |
| U Paris-Dauphine | various (m26) (5) | |
| U Paris 10 | prob/stat (m26) (4) | |
| U Paris 11 | PDE/dynam (m25/26) | |
| U Paris 11 | all math (m25/26) (5) | |
| U Paris 11 | applied (m26) | |
| U Paris 11 | E&M applied (m26) | |
| U Paris 12 | signals (m26) | |
| U Paris 12 | prob/stat (m26) | |
| U Paris 13 | pure (m25) | |
| U Paris 13 | applied (m25/26) | |
| U Paris 13 | finance (m26) (2) | |
| U Paris 13 | applied anal (m26) | |
| IUT Perpignan | (m26) | |
| U Poitiers | Lie theory (m25) | |
| U Poitiers | applied prob (m25) | |
| IUT Poitiers | stat/prob/data min (m26) | |
| U Polynésie Française | info thy (m25) | |
| U Rennes 1 | ergod/NC geom (m25/26) | |
| U Rennes 1 | various (m26) (3) | |
| INSA Rennes 1 | PDEs (m26) | |
| U Rouen | PDE/geom (m25) | |
| U Rouen | math econ (m26) | |
| U Saint-Etienne | algebra (m25) | |
| U Strasbourg | pure (m25) | |
| U Toulon | math phys (m25) | |
| U Toulouse 3 | pure (m25) (4) | |
| U Tours | dynam sys/phys (m25/29) | |
| U Valenciennes | (m25/6) |
Rest of the World
| Country | Institution | Areas | Apply by | Short lists and offers |
| Australia | U Sydney | applied | Oct 24, 2008 | |
| Australia | U Sydney | pure | Aug 19, 2009 | |
| Austria | U Graz | algebra (t) | Sep 6, 2009 | |
| Austria | U Innsbruck | prob/stat (t) | Sep 15, 2006 | |
| Austria | TU Vienna | stoch/finance (t) | Mar 31, 2009 | |
| Austria | U Vienna | algebra (t) | 2008 | Catharina Stroppel (Bonn) [123], Gordan Savin (U Utah), |
| Austria | U Vienna | sci comp (t) | 2007 | Otmar Scherzer [125], ... [126], [127] |
| Belgium | U Ghent | alg/geom | Mar 14, 2009 | |
| Belgium | U Namur | applied (2) | Feb 27, 2009 | |
| Belgium | VU Brussels | stat | May 9, 2009 | |
| Cyprus | U Cyprus | analysis | Oct 12, 2009 | |
| Denmark | Aalborg U | stat | Jan 12, 2009 | |
| Denmark | U Copenhagen | num theory | Dec 1, 2008 | |
| Denmark | U Copenhagen | finance | Dec 1, 2008 | |
| Ireland | NUI Galway | applied | Apr 3, 2009 | |
| Ireland | U College Dublin | alg, anal | Mar 5, 2009 | |
| Italy | ICTP Trieste | pde/diffgeo/alggeo | Aug 31, 2009 | |
| Netherlands | TU Delft | optimization | Oct 31, 2008 | Achill Schürmann, Frank Vallentin |
| Netherlands | TU Eindhoven | stat | Dec 17, 2008 | |
| Netherlands | TU Eindhoven | comb optim (t) | May 10, 2009 | |
| Netherlands | RU Groningen | algebra/geom | Oct 1, 2009 | |
| Netherlands | U Twente | optimization | Jan 15, 2009 | |
| Saudi Arabia | KFUPM | Parsa Bakhtary | ||
| Sweden | Uppsala U | stat | Apr 20, 2009 | |
| Switzerland | U Basel | analysis | Oct 31, 2008 | |
| Switzerland | U Basel | comp math | Oct 31, 2008 | |
| Switzerland | U Geneva | all math | Nov 30, 2008 | |
| Switzerland | ETH Zurich | applied | Dec 15, 2009 | |
| Switzerland | ETH Zurich | oper res | Mar 31, 2009 | |
| Switzerland | ETH Zurich | financial | expired | Josef Teichmann [128] |
| Switzerland | U Zurich | probability/stat | Jan 30, 2009 | |
| Switzerland | U Zurich | appl stat | expired | Reinhard Furrer [129] |
| UK | Heriot-Watt U | all math | Mar 16, 2009 | |
| UK | U Edinburgh | all math | Mar 16, 2009 | |
| UK | U Edinburgh | all math | Mar 13, 2009 | |
| UK | U Edinburgh | analysis/PDE | Mar 7, 2009 | |
| UK | U Edinburgh | oper res | Mar 7, 2009 | |
| UK | U Edinburgh | comp math | Mar 16, 2009 | |
| UK | U Kent | math | May 29, 2009 | |
| UK | KC London | geometry | 2009 | |
| UK | RHU London | pure/discrete | Apr 2, 2009 | |
| UK | U Strathclyde | all math | Mar 16, 2009 | |
| UK | U Warwick | all math | Jan 9, 2009 | |
| UK | U Warwick | discrete | Mar 30, 2009 | |
| UK | U Warwick | oper res | Apr 20, 2009 | |
| UK | U Warwick (o) | oper res | July 20, 2009 |
Fellowships and institutes
This list is restricted to employment-equivalent fellowships and positions at independent research institutes. Fellowships that are used at a specific university (such as the Miller Fellowship at UC Berkeley) should be listed in the postdoctoral section.
Temporary research positions
United States
| Institution | Name/Type | Apply by | Short lists and offers | ||
| Baylor U* | postdoc | Nov 15 | |||
| Boston U* | alg/num theory | Jan 2 | |||
| Bowling Green State U | Lukacs | none this year | |||
| Brandeis U* | postdoc | Dec 1 | Tom Barnet-Lamb | ||
| Brown U* | Tamarkin | Dec 1 | Mirjana Vuletic | ||
| Brown U (a) | Prager | Dec 8 | rejections | ||
| Caltech* | Bateman | Jan 1 | filled □ | ||
| Caltech* | Senior | Jan 1 | Henry Wilton □ | ||
| Caltech* | Taussky-Todd | Jan 1 | filled □ | ||
| Carnegie Mellon U* | applied anal | Jan 12 | |||
| Carnegie Mellon U* | math finance | Jan 12 | |||
| Carnegie Mellon U* | probability | Jan 15 | |||
| Columbia U* | Ritt | Dec 15 | filled □ | ||
| Cornell U* | Wang | Dec 1 | none this year □ | ||
| Cornell U* | probability | Feb 1 | Nate Eldredge □ | ||
| CUNY Graduate Center* | various | Jan 31 | |||
| Dartmouth C* | Young | Jan 5 | filled □ | ||
| Duke U* | postdoc | Dec 1 | Sonja Mapes □ | ||
| Duke U* | applied | Dec 1 | Guangliang Chen | ||
| Emory U | fellow (2) | filled □ | |||
| Harvard U* | BP | Dec 6 | Andy Cotton-Clay, Joe Rabinoff, Kirsten Wickelgren □ | ||
| Harvard U | Jr Fellow | Sep 5 | |||
| Harvard U (a) | various | ||||
| Indiana U* | Zorn | Dec 15 | S. Zubin Gautam, Deepam Patel □ | ||
| Johns Hopkins U* | Sylvester | Nov 17 | |||
| Louisiana State U* | postdoc | Jan 2 | filled (1) □ | ||
| MIT* | Moore | Dec 1 | Olivier Bernardi, Chris Schommer-Pries, Peter Tingley | ||
| Michigan State U* | postdoc | Dec 31 | |||
| Michigan State U* | geom/topol | Dec 31 | filled □ | ||
| Michigan Tech | visiting asst | Prasanth George □ | |||
| New York U* | Courant | Dec 15 | Kay Kirkpatrick □ | ||
| Northwestern U* | Boas | Dec 1 | filled □ | ||
| Notre Dame | Yu Xie | ||||
| Purdue U* | visiting | Nov 15 | Mihai Tohaneanu | ||
| Princeton U | several | Dec 1 | rejections | ||
| Princeton U (o)* | postdoc | Jan 15 | rejections | ||
| Pennsylvania State U* | Chowla | Nov 15 | offers | ||
| Rice U* | Evans/Lovett | Dec 15 | Sevak Mkrtchyan, Anthony Varilly-Alvarado | ||
| Rutgers U, New Brunswick | DIMACS | Dec 1 | |||
| Rutgers U, New Brunswick* | Hill | Dec 1 | filled □ | ||
| Rutgers U, New Brunswick* | temp asst | Dec 1 | filled □ | ||
| Stanford U* | Szego | Dec 15 | Melanie Matchett Wood □ | ||
| Stony Brook U* | Simons | Jan 1 | A. J. Tolland | ||
| Syracuse U* | Church | Jan 15 | filled □ | ||
| Texas A&M U | Dec 15 | ||||
| Tulane U* | biostat | ? | filled □ | ||
| Tulane U | postdoc | Eric Rowland | |||
| U Arizona* | Pierce | Dec 31 | offers | ||
| U Arizona | ATI | ||||
| U California, Berkeley* | postdoc | Dec 1 | |||
| U California, Berkeley | Miller | Sep 11 | Scott Morrison, Alexander Engström | ||
| U California, Berkeley | Morrey | Dec 1 | frozen | ||
| U California, Berkeley (s) | various | Jan 15 | |||
| U California, Davis* | Krener/VIGRE | Nov 30 | Sven Bachmann, Andrew Berget, Emanuele Latini, Ian Sammis □ | ||
| U California, Irvine* | visiting | Nov 1 | offers | ||
| U California, Los Angeles* | Hedrick | Dec 12 | |||
| U California, Los Angeles | applied/med | Dave Gerberry | |||
| U California, Riverside* | lecturer | Feb 28 | |||
| U California, Riverside* | visiting | Apr 1 | offers | ||
| U California, San Diego* | Warschawski | Dec 1 | filled □ | ||
| U California, Santa Barbara* | visiting | Dec 21 | filled | ||
| U California, Santa Barbara (s)* | CRFMS | ? | |||
| U Chicago* | Dickson/asst | Dec 1 | filled (1) | ||
| U Cincinnati* | visiting | Jan 15 | |||
| U Colorado, Boulder (a) | instructor | Dec 1 | |||
| U Connecticut* | postdoc | Jan 1/Mar 31 | offers | ||
| U Delaware* | postdoc | filled □ | |||
| U Georgia* | postdoc | Jan 8 | offers | ||
| U Illinois, Chicago* | num theory, dyn sys (p) | Dec 31 | frozen | ||
| U Illinois, Urbana-Champaign* | Doob | Dec 5 | Philipp Hieronymi, Isidora Milin | ||
| U Iowa* | visiting | Nov 7 | offers | ||
| U Michigan* | Hildebrandt/other | Dec 15 | Jesse Kass, Yusuf Mustopa | ||
| U Missouri, Columbia* | FRG | Jan 3 | |||
| U Missouri, Columbia* | postdoc | frozen | |||
| U Minnesota (b)* | mathbio | ? | |||
| U Nebraska-Lincoln* | Dec 5 | Ananthnarayan Hariharan | |||
| U Notre Dame* | Lumpkins/Notre Dame | Dec 1 | filled (2) □ | ||
| U Oklahoma* | postdoc | filled (2) □ | |||
| U Pennsylvania* | lecturership | Jan 2 | offers | ||
| U Pittsburgh (b)* | biomath RTG | Jan 10 | |||
| U Pittsburgh* | lecturer | Dec 15 | |||
| U Rochester* | visiting | ? | offer | ||
| U of Southern California* | Busemann/other | Nov 15 | filled □ | ||
| U Tennessee, Knoxville (b)* | postdoc | Mar 1 | |||
| U Texas, Austin* | Bing/other | Dec 1 | filled □ | ||
| U Texas, Austin | ICES | Jan 5 | |||
| U Utah* | several | ? | |||
| U Utah* | dual | ? | |||
| U Utah* | NIGMS | ? | |||
| U Virginia* | Whyburn geom/top | Nov 14 | filled □ | ||
| U Virginia* | Whyburn algebra | Nov 14 | |||
| U Washington (a) | acting | Jan 30 | offer | ||
| U Wisconsin | Van Vleck | Dec 10 | filled □ | ||
| Vanderbilt U* | temp asst | Dec 1 | Juraj Foldes, Jonathan T. Whitehouse, Dongping Zhuang □ | ||
| Washington U, St Louis* | Chauvenet anal | Jan 15 | filled □ | ||
| Yale U | Gibbs | Jan 1 | rejections |
Canada
| Institution | Name/Type | Apply by | Short lists and offers |
| McGill U | math/stat | Dec 15 | |
| McMaster U* | various | Jan 5 | filled □ |
| Queen's U* | Coleman | Jan 10 | |
| U British Columbia* | postdoc | Dec 1 | Kurt Luoto,... □ |
| U Lethbridge | number thy | Nov 15 | Fabien Pazuki |
| U Ottawa | math/stat | Jan 15 | |
| U Toronto* | various | Jan 15 | |
| U Waterloo | |||
| U Western Ontario* | Jan 7 | filled □ |
Rest of the World
| Country | Institution | Name/Type | Apply by | Short lists and offers |
| Australia | Australian National U | diff geom (2) | Nov 14 | |
| Australia | Australian National U | MASCOS | Oct 24 | |
| Australia | Australian National U | PDEs | Oct 3 | |
| Belgium | U Ghent | FWO | Jan 31 | Jasson Vindas |
| Germany | LMU Munich | anal, math phys | (∞) | |
| Israel | Ben Gurion University | all math | Jan 31 | |
| Italy | ICTP | all math | Jan 20 | |
| Italy | ICTP | stats, PDE | Jan 20 | |
| Switzerland | ETH Zurich | all math | Nov 30 | Abhishek Saha |
| UK | U Edinburgh | comp math | Mar 9 | |
| UK | U Edinburgh | EPSRC Rep theory | Jan 11 | Stephen Griffeth |
| UK | U Oxford | alg geom | Jan 20 | filled □ |
| UK | U Warwick | all math | Jan 9 | filled □ |
Where mathematics jobs are posted
This section is for web sites that are specific to mathematics employment. Do not list sites with general employment assistance or solicitations.
- MathJobs.org — Our favorite!
- AMS EIMS — Employment Information in the Mathematical Sciences
- American Statistical Association
- AMS Notices
- Higher-Ed Jobs — mathematics section
- Institute of Mathematical Statistics
- math-jobs.com
- sciencefacultyjobs.com — mathematics section
- SIAM Career Center
- Australia: AustMS Academic listings
- Austria: ÖMG Jobbörse
- Belgium: BMS Job page
- Canada: CMS Employment Resources
- Europe: EMS Jobs
- France: Concours MCF/PR — Opération Postes
- Ireland: IMS Jobs-ie
- Scandinavia: Nordic-Math-Job
- Spain: RSME
- Switzerland: Jobs — Swiss Mathematical Society
- UK: jobs.ac.uk — mathematics section
