Jaco, William - Department of Mathematics, Oklahoma State University

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Jaco, William - Department of Mathematics, Oklahoma State University

arXiv:0906.4864v1[math.GT]26Jun2009 ZZ2Thurston Norm and Complexity of 3Manifolds
DECISION PROBLEMS IN THE SPACE OF DEHN WILLIAM JACO AND ERIC SEDGWICK
PUBLICATIONS: 1. "Constructing three-manifolds from group homomorphism," Bulletin of the American
Parametrizations of Normal and Almost Normal In this Chapter we present two quite useful features of normal (and almost
Efficient Triangulations Anannular 3manifolds
HOMEOMORPHISM PROBLEM: To de-termine for given 3manifolds M and M if M
HOMEOMORPHISM (CLASSIFICATION OF 3MANIFOLDS)
Efficient Triangulations William Jaco
E#cient Triangulations Anannular 3--manifolds
TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
HOMEOMORPHISM PROBLEM: To de termine for given 3--manifolds M and M # if M
TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
arXiv:0903.0112v1[math.GT]28Feb2009 Coverings and Minimal Triangulations of 3Manifolds
Theorem. A closed 3manifold admits a one-vertex triangulation.
Blowups of ideal triangulations Definition. A blowup of an ideal triangula
E#cient Triangulations William Jaco
Theorem. A closed 3--manifold admits a one vertex triangulation.
FINDING PLANAR SURFACES IN KNOT AND LINKMANIFOLDS
MATH 697: Topics in Topology (Winter, 2006)
Blow-ups of ideal triangulations Definition. A blow-up of an ideal triangula-
TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
FINDING PLANAR THE WORD PROBLEM
TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
DECISION PROBLEMS IN THE SPACE OF DEHN WILLIAM JACO AND ERIC SEDGWICK
ALGORITHMS FOR ESSENTIAL SURFACES IN 3-MANIFOLDS WILLIAM JACO, DAVID LETSCHER, AND J. HYAM RUBINSTEIN
EFFICIENT TRIANGULATIONS THREE-MANIFOLDS
MATH 697: Topics in Topology (Winter, 2006)
ALGORITHMS FOR ESSENTIAL SURFACES IN 3MANIFOLDS WILLIAM JACO, DAVID LETSCHER, AND J. HYAM RUBINSTEIN
FINDING PLANAR SURFACES IN KNOT-AND LINK-MANIFOLDS