WALDHAUSEN'S CLASSIFICATION THEOREM FOR 3-ORBIFOLDS

Yoshihiro Takeuchi, Misako Yokoyama

Type: Article

Publication Date: 2000-01-01

Citations: 4

DOI: https://doi.org/10.2206/kyushujm.54.371

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Locations

Shizuoka University Repository (Shizuoka University) - View - PDF
Kyushu Journal of Mathematics - View - PDF

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Works That Cite This (4)

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+	The realization of the decompositions of the 3-orbifold groups along the spherical 2-orbifold groups	2002	Yoshihiro Takeuchi Misako Yokoyama
+ PDF Chat	On topological rigidity of Alexandrov 3-spaces	2020	Noé Bárcenas Jesús Núñez‐Zimbrón
+ PDF Chat	PL-LEAST AREA 2-ORBIFOLDS AND ITS APPLICATIONS TO 3-ORBIFOLDS	2001	Yoshihiro Takeuchi Misako Yokoyama
+	Three-Dimensional Orbifolds and Their Geometric Structures	2006	Joan Porti Michel Boileau Sylvain Maillot

Works Cited by This (17)

Action	Title	Year	Authors
+ PDF Chat	PL minimal surfaces in 3-manifolds	1988	William Jaco J Rubinstein
+	The equivariant Dehn's lemma and loop theorem	1981	William H. Meeks Shing‐Tung Yau
+	One fixed point actions on low-dimensional spheres	1990	Nicholas Buchdahl Sławomir Kwasik Reinhard Schultz
+ PDF Chat	PL-LEAST AREA 2-ORBIFOLDS AND ITS APPLICATIONS TO 3-ORBIFOLDS	2001	Yoshihiro Takeuchi Misako Yokoyama
+	The geometric realizations of the decompositions of 3-orbifold fundamental groups	1999	Yoshihiro Takeuchi Misako Yokoyama
+	Finite group actions on 3-manifolds	1986	William H. Meeks Peter Scott
+	The characteristic toric splitting of irreducible compact 3-orbifolds	1987	Francis Bonahon L. C. Siebenmann
+	Partial solutions of the bad orbifold conjecture	1996	Yoshihiro Takeuchi
+	Icosahedral group actions on R3	1992	Sławomir Kwasik Reinhard Schultz
+	Some groups which classify knots	1988	Bruno Zimmermann