Michael Eisermann

Say what you know,
do what you must,
come what may.

Sofia Kovalevskaya

Publications

Articles

Published articles may differ slightly from the preprint version provided here.
You can also read the Mathematical Reviews if your institution provides access.

Quandle coverings and their Galois correspondence.
Fundamenta Mathematicae 225 (2014) 103-168.
Yang-Baxter deformations and rack cohomology.
Transactions of the Amer. Math. Soc. 366 (2014) 5113-5138.
A refined Jones polynomial for symmetric unions. (with Christoph Lamm)
Osaka Journal of Mathematics (2011) 333-370.
The Jones polynomial of ribbon links.
Geometry & Topology 13 (2009) 623-660.
Bimonotone enumeration.
Mathematics of Computation 78 (2009) 591-613.
For which triangles is Pick's formula almost correct? (with Christoph Lamm)
Experimental Mathematics 18 (2009) 187-191.
Equivalence of symmetric union diagrams. (with Christoph Lamm)
Journal of Knot Theory and its Ramifications 16 (2007) 879-898.
Knot colouring polynomials.
Pacific Journal of Mathematics 231 (2007) 305-336.
Yang-Baxter deformations of quandles and racks.
Algebraic and Geometric Topology 5 (2005) 537-562.
A surgery proof of Bing's theorem characterizing the 3-sphere.
Journal of Knot Theory and its Ramifications 13 (2004) 307-309.
Homological characterization of the unknot.
Journal of Pure and Applied Algebra 177 (2003) 131-157.
A geometric characterization of Vassiliev invariants.
Transactions of the Amer. Math. Soc. 355 (2003) 4825-4846.
Invariants de Vassiliev et Conjecture de Poincaré.
Comptes Rendus Acad. Sci. Paris, Série I, 334 (2002) 1005-1010.
Les invariants rationnels de type fini ne distinguent pas les noeuds dans S²×S¹.
Comptes Rendus Acad. Sci. Paris, Série I, 332 (2001) 51-55.
The number of knot group representations is not a Vassiliev invariant.
Proceedings of the Amer. Math. Soc. 128 (2000) 1555-1561.

Prove all things;
hold fast that which is good.

1 Thessalonians 5:21

Habilitation and PhD thesis

Quelques interactions de la topologie classique et quantique en dimension trois.
Mémoire d'habilitation, Institut Fourier / UJF, Grenoble 2007.
Knotengruppen-Darstellungen und Invarianten von endlichem Typ.
Ph.D. thesis. Bonner Math. Schriften No. 327, Bonn 2000.

Le but de ce travail est de munir son auteur
du grade de docteur ès-sciences mathématiques et
l'ensemble H(X) ... d'une structure d'espace analytique.

Adrien Douady in the introduction to his PhD thesis,
Annales de l'Institut Fourier 16 (1966) 1-95

Popularisation

Comment Google classe les pages web.
Images des Mathématiques, une revue grand public du CNRS, septembre 2009.
Interstices, un site de culture scientifique (INRIA/CNRS), octobre 2010.
L'algorithme PageRank de Google.
Tangente, une revue de mathématiques, no 130, septembre-octobre 2009.
Comment fonctionne Google ?
Quadrature, un magazine de mathématiques pures et épicées, no 68, avril 2008.
Construction de polygones réguliers – la géométrie rencontre l'algèbre.
Petit x [revue de didactique des mathématiques publiée par l'IREM], à paraître.
Nœuds et tresses.
Le gluon [journal de vulgarisation scientifique de l'UJF Grenoble], décembre 2006.

Il ne suffit point de montrer la vérité,
il faut la peindre aimable.

François Fénelon, Les Aventures de Télémaque

© Michael Eisermann, www.igt.uni-stuttgart.de/eiserm, last modified on Friday 5/04/2019. Disclaimer: The information on this website is provided by the author and has not been reviewed or approved by the University of Stuttgart. It is distributed in the hope that it will be useful, but it is provided without any warranty whatsoever, without even the implied warranty of fitness for any particular purpose. The author is not responsible for the content of external webpages. So, as always, please remain critical of what you see and read: Not everything on the internet is true and good and useful. Well, I assume that I am preaching to the converted: Who on earth reads disclaimers and footnotes in the first place?