fundamental groups
On Elastic Klein Bottle and Fundamental Groups
... homotopy groups of the limit elastic Klein Bottle are presented. The fundamental groups of some types of geodesics in elastic Klein Bottle are ...
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REPRESENTATIONS OF FUNDAMENTAL GROUPS OF ABELIAN VARIETIES IN CHARACTERISTIC p Brett Frankel A DISSERTATION in Mathematics Presented to the Faculties of the University of Pennsylvania in Partial Fulfillment of the Requirements for the Degree of Doctor of Philosophy 2016
... these fundamental groups have well-understood abelianization; the abelian- ization of the fundamental group of a curve is the fundamental group of the Jacobian variety, which is the dual of ...
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Arithmetic deformation theory via arithmetic fundamental groups and nonarchimedean theta functions, notes on the work of Shinichi Mochizuki
... topological groups associated to étale fundamental groups are often referred to as étale-like structures, see [27]-I, ...of fundamental model for the terms frobenius-like and étale-like is the ...
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Representations of Fundamental Groups of Abelian Varieties in Characteristic P
... these fundamental groups have well-understood abelianization; the abelian- ization of the fundamental group of a curve is the fundamental group of the Jacobian variety, which is the dual of ...
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Cohomologically Kähler manifolds with no Kähler metrics
... We show some examples of compact symplectic solvmanifolds, of dimension great- er than four, which are cohomologically Kähler and do not admit Kähler metric since their fundamental groups cannot be the ...
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Parallizable manifolds and the fundamental group
... In particular, the van- ishing of the Euler characteristic severely restricts the groups which can occur as fundamental groups of smooth closed parallelizable 4-manifolds.. In fact, for [r] ...
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<p>Are sleep patterns influenced by race/ethnicity – a marker of relative advantage or disadvantage? Evidence to date</p>
... racial/ethnic groups when comparing self-report to both wrist actigra- phy and PSG, and there was only slight-to-fair agreement (based on κ statistics) across all ...
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Interacting Frobenius algebras are Hopf
... are fundamental to quantum theory, we take Frobenius algebras and their phase groups as the starting point, and freely construct FG, the PROP of a Frobenius algebra with a given group of phases ...
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On the classification of hyperbolic root systems of the rank three. Part II
... Let K be an odd binary lattice of an odd square-free determinant d where d ≡ − 1 mod 4 (i. e. it is fundamental, but it is not classical fundamental). The maximal even sublattice of K is the lattice T (2) ...
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Towards Secure Mobile P2P Systems
... Standard functionality expected by a P2P system/API, including: Peer Discovery, Publication, Searching, Unique Addressing, Peer Groups and Distributed storage Fundamental aspects of the [r] ...
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DEVELOPMENT DIMENSIONS OF BANK IDENTITY AND IMAGE
... Presented key aspects of an organization may represent a quality assumption of adequate selection of targeted groups for bank identity and image. According to the presented, bank identity provides an answer to the ...
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The bio evolutionary chronology of appearance of substrate substance material basis dated 06 october according to a brief evolutionary time table owing to horizantal gene transfer leading to further creation of scientific ground of ncm medicine and inte
... 6,331 groups of genes common to all living animals have been identified; these may have arisen from a single common ancestor that lived 650 million years ago in the ...two groups are similar in morphology ...
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Super-Intense Laser-Matter Interactions (SILMI)
... research groups to investigate fundamental processes and applications in super-intense laser-matter interactions, ranging from ultra-fast phenomena on the attosecond scale to ultra-strong interactions of ...
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Embedding right angled Artin groups into Brin Thompson groups
... Bridson has recently proven several undecidability results for right-angled Artin groups [6]. These have the following consequences for the Brin-Thompson groups. Corollary 1.6. There exists an n ≥ 1 with ...
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On the class of QS algebras
... Abelian groups, that is, each theorem of QS -algebras is provable in the theory of Abelian groups and conversely each theorem of Abelian groups is provable in the theory of QS ...
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About some infinite family of 2 bridge knots and 3 manifolds
... [3] A. Cavicchioli and F. Spaggiari, The classification of 3-manifolds with spines related to Fi- bonacci groups, Algebraic Topology, Homotopy and Group Cohomology (San Feliu de Guixols, 1990) (Berlin), Lecture ...
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Philosophers Should Prefer Simpler Theories
... The Numerousness Argument seeks to show that more complex theories have lower prior probability. The strategy is to first group theories according to degree of complexity i.e. a group of very simple theories, a group of ...
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On some locally soluble infinite dimensional linear groups
... Theorem 1. Let G be a nonabelian locally soluble subgroup of GL(F, A) and p ≥ 0. Suppose that G has infinite fundamental dimension and infinite p-rank. Assume that every proper nonabelian subgroup of infinite p-rank ...
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Measuring Young’s Modulus of Low-Density Foam Concrete Using Resonant Frequency
... is seen in all three groups. This phenomenon is mostly likely caused by the foam stability issue. As the sample density becomes smaller, the fresh foam is less stable and the foam structure in fresh foam concrete ...
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Sense of Presence
... also come at low cost and very important, appear to be valid and reliable measures (Prothero, Parker, Furness, & Wells, 1995). As Lombard (2003) mentioned, “several presence questionnaire instruments that may be ...
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