Pierre Vogel (Mathematiker)

Pierre Vogel promovierte 1972 an der Universität Paris-Süd in Orsay bei Valentin Poénaru (Variétés multiples d'une immersion générique et cobordisme d'immersions).[1] Danach wechselte er an die Universität Nantes, wo er 1982 eine Professur erhielt. Von 1991 bis zu seiner Emeritierung 2013 war er Professor an der Université Paris Diderot.[2] Sein Forschungsgebiet ist die Topologie, speziell die Knotentheorie.

• Cobordisme d'immersions. Ann. Sci. ENS 4^e série, t. 7, № 3 (1974) pp. 317-358.
• Λ-sphères. (mit J. Barge, J. Lannes, F. Latour), C. R. A. S. 278 (1973) pp. 133-135.
• Λ-sphères. (mit J. Barge, J. Lannes, F. Latour), Ann. Sci. ENS 4^e série, t. 7, № 4 (1974) pp. 463-506.
• Un théorème de Hurewicz homologique. Comment. Math. Helv. 52 (1977) pp. 393-413.
• Torsion de Whitehead généralisée. C. R. A. S. 290 (1980) pp. 491-493.
• Localisation non commutative de formes quadratiques. Algebraic K-theory, Lecture Notes in Math. 967 (1980) pp. 376-389.
• On the obstruction group in homology surgery. Publ. Math. IHES. 55 (1982) pp. 165-206.
• On Steenrod's problem for non-abelian finite groups. Algebraic Topology Aarhus, 1982, Lecture Notes in Math. Springer-Verlag, Berlin (1984) pp. 660-665.
• A solution of the Steenrod problem for G-Moore spaces. K-theory Journal. 1 (1987) pp. 325-335.
• Asymmetric four-dimensional manifolds. (mit S. Kwasik). Duke Math. Journal 53 № 3 (1986) pp. 759-764.
• Non locally smoothable topological symmetries of four manifolds. (mit S. Kwasik). Duke Math. Journal 53, Nr. 3 (1986) pp. 765-770.
• Action of finite groups on compact manifolds. (mit A. Assadi). Topology 26 № 2 (1987) pp. 239-263.
• Geometry of Poincaré spaces. (mit J.-C. Hausmann). Mathematical Notes 41 Princeton University Press (1993).
• 2×2-matrices and application to link theory. Proceedings Göttingen 1987. Lecture Notes in Math. 1361 Springer Verlag. (1988) pp. 269-298.
• Représentations et traces des algèbres de Hecke. Polynôme de Jones-Conway. L’Enseignement Math. 34 (1988), pp. 333-356.
• Manifold categories of Poincaré spaces. (mit J.-C. Hausmann) Proceedings Siegen 1987. Lecture Notes in Math. 1350. Springer Verlag (1988) pp. 241-258.
• On complements of codimension-3 embeddings in Sⁿ. (mit S. Ferry, E. Pederson). Topology and its Application 31 (1989), pp. 197-202.
• Representation of links by braids. A new algorithm. Comm. Math. Helv. 65 (1990), pp. 104-113.
• Representations of symmetric groups. (mit R. Oliver) preprint.
• Representations of link groups. Knot 90. Walter de Gruyter 1992 pp. 381-387.
• The Cohn localization of the free group ring. (mit M. Farber). Math. Proc. of Cambridge Phil. Soc., 111 (1992) pp. 433-443.
• Link polynomials and graphical calculus. (mit L. Kauffman). J. of Knot theory and its ramfications. 1-1 (1992) pp. 59-104.
• Three-manifold invariants derived from the Kauffman bracket. (mit C. Blanchet, N. Habegger, G. Masbaum). Topology, 31 (1992) pp. 685-699.
• Invariants de Vassiliev des nœuds. Astérisque, 216 (1993) pp. 213-232.
• Remarks on the three-manifold invariant θ_p. (mit C. Blanchet, N. Habegger, G. Masbaum). NATO Advanced Research Workshop and Conference on operator algebra, mathematical physics and low dimensional topology. Research Notes in Math. № 5 (1993) pp. 39-59.
• 3-valent graph and the Kauffman bracket. (mit G. Masbaum). Pacific Journal of Math. 164 № 2 (1994) pp. 361-381.
• Verlinde formula for surfaces with spin structure. (mit G. Masbaum). Contemporary Mathematics 194 (1994) pp. 119-137.
• Topological Quantum Field Theories derived from the Kauffman bracket. (mit C. Blanchet, N. Habegger, G. Masbaum). Topology, 34 (1995) pp. 883-927.
• Les invariants récents des variétés de dimension 3. Astérisque 237 (1996) pp. 225-250.
• Espaces de Modules des Courbes, Groupe Modulaire et Théorie des Champs. (mit X. Buff, J. Fehrenbach, P. Lochak, L. Schneps). Panoramas et Synthèse 7 (1998).
• Vassiliev Theory. MaPhySto (Aarhus University) Lecture Notes 6 (2000).
• Invariants de type fini. Panoramas et Synthèses 11 (2001) pp. 99-128.
• Algebraic structures on modules of diagrams. J. Pure Appl. Alg. 215 (2011), pp. 1292-1339.
• Functoriality of Khovanov homology. arXiv:1505.04545 (2015).
• Cohn localization of finite group rings. arXiv:1509.06990 [math.AT] (2015).

• Eigene Webseite

1. Mathematics Genealogy Project: Pierre Vogel
2. Pierre Vogel: Curriculum vitae