Recent Developments in Spatial Graph Theory

Erica Flapan; Thomas W. Mattman; Blake Mellor; Ramin Naimi; Ryo Nikkuni

Recent Developments in Spatial Graph Theory

Erica Flapan, Thomas W. Mattman, Blake Mellor, Ramin Naimi, Ryo Nikkuni

Loyola Marymount University

Research output: Other contribution

Abstract

This article presents a survey of some recent results in the theory of spatial graphs. In particular, we highlight results related to intrinsic knot-ting and linking and results about symmetries of spatial graphs. In both cases we consider spatial graphs inS3as well as in other 3-manifolds.

Original language	Undefined/Unknown
State	Published - Jan 1 2016

Publication series

Name	Mathematics, Statistics and Data Science Faculty Works

Access to Document

http://digitalcommons.lmu.edu/math_fac/181

Cite this

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title = "Recent Developments in Spatial Graph Theory",

abstract = "This article presents a survey of some recent results in the theory of spatial graphs. In particular, we highlight results related to intrinsic knot-ting and linking and results about symmetries of spatial graphs. In both cases we consider spatial graphs inS3as well as in other 3-manifolds.",

author = "Erica Flapan and Mattman, {Thomas W.} and Blake Mellor and Ramin Naimi and Ryo Nikkuni",

year = "2016",

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AU - Mattman, Thomas W.

AU - Mellor, Blake

AU - Naimi, Ramin

AU - Nikkuni, Ryo

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Y1 - 2016/1/1

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AB - This article presents a survey of some recent results in the theory of spatial graphs. In particular, we highlight results related to intrinsic knot-ting and linking and results about symmetries of spatial graphs. In both cases we consider spatial graphs inS3as well as in other 3-manifolds.

M3 - Other contribution

T3 - Mathematics, Statistics and Data Science Faculty Works

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