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34![Math: Assignment 3 (due: November 26, 2015) Students in Math 402: Do any eight questions. Students in Math 802: Do all questions. 1. Let (P1 , ≤1 ) and (P2 , ≤2 ) be two locally finite posets. Show that µ((x Math: Assignment 3 (due: November 26, 2015) Students in Math 402: Do any eight questions. Students in Math 802: Do all questions. 1. Let (P1 , ≤1 ) and (P2 , ≤2 ) be two locally finite posets. Show that µ((x](https://www.pdfsearch.io/img/ae36c9c28ba414d439fdabe5d6af0462.jpg) | Add to Reading ListSource URL: www.mast.queensu.caLanguage: English - Date: 2015-11-19 08:58:48
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40![CUBULATING HYPERBOLIC FREE-BY-CYCLIC GROUPS: THE GENERAL CASE MARK F. HAGEN AND DANIEL T. WISE Abstract. Let Φ ∶ F → F be an automorphism of the finite-rank free group F . Suppose that G = F ⋊Φ Z is word-hyperbol CUBULATING HYPERBOLIC FREE-BY-CYCLIC GROUPS: THE GENERAL CASE MARK F. HAGEN AND DANIEL T. WISE Abstract. Let Φ ∶ F → F be an automorphism of the finite-rank free group F . Suppose that G = F ⋊Φ Z is word-hyperbol](https://www.pdfsearch.io/img/9265ea895cd45603dd49aed16334d715.jpg) | Add to Reading ListSource URL: www.wescac.netLanguage: English - Date: 2014-11-26 10:31:08
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