THE BNS-INVARIANT FOR THE PURE BRAID GROUPS NIC KOBAN, JON MCCAMMOND, AND JOHN MEIER Abstract. In 1987 Bieri, Neumann and Strebel introduced a geometric invariant for discrete groups. In this article we compute and expli

First Page		Document Content
Date: 2014-01-22 13:47:59 Group theory Knot theory Differential topology Group actions Algebraic topology Character theory Braid group Braid theory Fundamental group Abstract algebra Algebra Mathematics		THE BNS-INVARIANT FOR THE PURE BRAID GROUPS NIC KOBAN, JON MCCAMMOND, AND JOHN MEIER Abstract. In 1987 Bieri, Neumann and Strebel introduced a geometric invariant for discrete groups. In this article we compute and expli Add to Reading List Source URL: www.math.ucsb.edu Download Document from Source Website File Size: 290,65 KB Share Document on Facebook

	CHARACTER THEORY OF SYMMETRIC GROUPS, SUBGROUP GROWTH OF FUCHSIAN GROUPS, AND RANDOM WALKS ¨ ller and Jan-Christoph Schlage-Puchta Thomas W. Mu DocID: 1utSr - View Document
	Section: 2 Epistemology and Philosophy of Science The Deductive Character of Darwin’s Theory Vladimír Havlík Institute of Philosophy Academy of Sciences of the Czech Republic One of the problems in the methodology of DocID: 1tZLT - View Document
	387 Documenta Math. Coleman Power Series for K2 and p-Adic Zeta Functions DocID: 1rciR - View Document
	Randomness in Number Theory: The Moebius Case IGL Project ReportYiwang Chen, Daniel Hirsbrunner, Dylan Yang, Tong Zhang M.Tip Phaovibul (Team Leader) A.J. Hildebrand (Faculty Mentor) DocID: 1rbj0 - View Document
	pects of conquest, that is, "frontiers" of European expansion and the accompanying destruction of Native life and culture. But this does not exhaust the character of the border. If we take McDermott seriously, experience DocID: 1raja - View Document