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The mapping class group of a minimal subshift
Scott Schmieding
, Kitty Yang
Mathematics
Research output
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Contribution to journal
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Article
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peer-review
2
Scopus citations
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Dive into the research topics of 'The mapping class group of a minimal subshift'. Together they form a unique fingerprint.
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Keyphrases
Mapping Class Group
100%
Minimal Subshift
100%
Homeomorphism
66%
Finite Group
66%
Equivalence Relation
33%
C(X)
33%
Large Classes
33%
Automorphism Group
33%
Symmetry Group
33%
Isotopy
33%
Subshift
33%
Flow Equivalence
33%
Crossed Product Algebra
33%
Cantor Set
33%
Orientation-preserving
33%
Linear Complexity
33%
Mathematics
Mapping Class Group
100%
Subshift
100%
Homeomorphism
50%
Finite Group
50%
Equivalence Relation
25%
Automorphism Group
25%
Cross Product
25%
Symmetry Group
25%
Isotopy Class
25%
Linear Complexity
25%
C* Algebra
25%
Cantor Set
25%
Picard Group
25%