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Finite quotients of the pure symplectic braid group |
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| Authors: | Kay Magaard Karl Strambach Helmut Völklein |
| Affiliation: | 1. Department of Mathematics, Wayne State University, 48202, Detroit, MI, USA 2. Mathematische Institut, Universit?t Erlangen, Bismarckstrasse 1 1/2, 91054, Erlangen, Germany 3. Department of Mathematics, University of Florida, 32611, Gainesville, FL, USA |
| Abstract: | We show how the finite symplectic groups arise as quotients of the pure symplectic braid group. Via [SV] certain of these groups — in particular, all groups Sp n (2) — occur as Galois groups over ℚ. Supported by NSF grant DMS-9306479. |
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