논문KCI 등재
FINITE EXTENSIONS OF WEIGHTED WORD L-DELTA GROUPS
한국수학교육학회|2008.11|이론수학과 교직수학 (Theoretical Mathematics and Pedagogical Mathematics)|제15권 제4호|pp. 353-364
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The purpose of this paper is to investigate the ¯nite extension of weighted word L-delta groups. The paper revealed that a ¯nite extension of a weighted word L-delta group is a weighted word L-delta group, and an abelian group, in addition, is a weighted word L-delta group and simultaneously a word L-delta group.
Abstract
The purpose of this paper is to investigate the ¯nite extension of weighted word L-delta groups. The paper revealed that a ¯nite extension of a weighted word L-delta group is a weighted word L-delta group, and an abelian group, in addition, is a weighted word L-delta group and simultaneously a word L-delta group.
참고문헌 (7)
- M. Bridson, "Metric Spaces of Non-Positive Curvature" (1999), Springer-Verlag
- Jon Corson, "Direct Products of Lδ-Groups", 순수 및 응용수학, 13(4), pp.269~280 (2006), 한국수학교육학회
- "Isoperimetric functions of groups acting on L-delta spaces", Glasgow Mathe-matical Journal, 44(1), pp.1~6 (2007)
- M. Elder, "L-delta groups are almost convex and have a sub-cubic Dehn function", Alge-braic and Geometric Topology, 4, pp.23~29 (2004)
- M. Gromov, "Essays in Group Theory", pp.75~263 (1987), Springer-Verag
- P. de la Harpe, "Topics in Geometric Group Theory" (2000), The University of Chicago Press
- M. Neumann, "A short course in geometric group theory", Notes for the Auatralia National University Workshop (1996)
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