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Rotation number
Known as:
Map winding number
In mathematics, the rotation number is an invariant of homeomorphisms of the circle.
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Related topics
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2017
2017
Welcome Message from CSTP , JSTP , and KSTP
2017
Corpus ID: 149451090
With the improvement of process technology, Aluminum alloy is widely used in many industries. The function of aluminum alloy…
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2016
2016
A Study of Centrifugal Buoyancy and Particulate Deposition in a Two Pass Ribbed Duct for the Internal Cooling Passages of a Turbine Blade
Cody Dowd
2016
Corpus ID: 133880933
2015
2015
Natural and artificial orbits around the Martian moon Phobos
M. Zamaro
2015
Corpus ID: 124435837
One of the paramount stepping stones towards the long-term goal of undertaking human missions to Mars is the exploration of the…
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2014
2014
On Pre-bond TSV Test Time reduction and Yield Improvement of 3D Stacked ICs
Bei Zhang
2014
Corpus ID: 62455076
Three-dimensional IC (3D IC) exhibits various advantages over traditional two-dimensional IC (2D IC), including heterogeneous…
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2010
2010
Structure theorems for subgroups of homeomorphism groups
Collin Bleak
,
M. Kassabov
,
Francesco Matucci
2010
Corpus ID: 118913184
Let Homeo(S1) represent the full group of homeomorphisms of the unit circle S1, and let A represent the set of subgroups of Homeo…
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2009
2009
The billiard ball problem and rotation numbers
E. Gutkin
2009
Corpus ID: 14898253
We introduce the concepts of rotation numbers and rotation vectors for billiard maps. Our approach is based on the birkhoff…
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2008
2008
On David type Siegel Disks of the Sine family
Gaofei Zhang
2008
Corpus ID: 16921290
In 2008 Petersen posed a list of questions on the application of trans-quasiconformal Siegel surgery developed by Zakeri and…
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2008
2008
Particle tracking in rotating channel flow
K. Pagalthivarthi
,
P. Gupta
2008
Corpus ID: 55591323
The study deals with the numerical simulation of dilute solid-fluid flow in a two-dimensional straight rotating channel using…
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1998
1998
Twist angles: a method for distinguishing islands, tori and weak chaotic orbits. Comparison with other methods of analysis
C. Froeschlé
,
E. Lega
1998
Corpus ID: 12568109
Using the standard map as a model problem we have investigated the method of the twist angles (Contopoulos and Voglis 1997) to…
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1993
1993
A characterization of the uniquely ergodic endomorphisms of the circle
L. Alsedà
,
F. Mañosas
,
W. Szlenk
1993
Corpus ID: 18034340
We characterize the uniquely ergodic endomorphisms of the circle in terms of their periodic orbits