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Trefoil (plant)
Known as:
Trefoil
, Trefoils
National Institutes of Health
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2017
2017
Relating virtual knot invariants to links in $\mathbb{S}^{3}$
M. Chrisman
,
Robert G. Todd
2017
Corpus ID: 119131391
Geometric interpretations of some virtual knot invariants are given in terms of invariants of links in $\mathbb{S}^3$. Alexander…
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2014
2014
Productivity and botanical composition of a mixed sward of birdsfoot trefoil and red fescue depending on the term of sowing and proportion of components.
B. Churkova
2014
Corpus ID: 92989953
The experiment includes the period 2010-2013. It was carried on a light grey pseudopodsolic soil in the experimental field of…
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2014
2014
An Enhanced Decomposition Theorem for Knots with Symmetry Information
Matt Mastin
2014
Corpus ID: 119591046
We present an enhanced prime decomposition theorem for knots that gives the isotopy classes of composite knots that can be…
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2011
2011
A closed contact cycle on the ideal trefoil
M. Carlen
,
H. Gerlach
2011
Corpus ID: 21740292
Numerical computations suggest that each point on a certain optimized shape called the ideal trefoil is in contact with two other…
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2010
2010
On the affine representations of the trefoil knot group
H. Hilden
,
M. Lozano
,
J. M. Montesinos-Amilibia
2010
Corpus ID: 115179973
The complete classification of representations of the Trefoil knot group G in S^{3} and SL(2,R), their affine deformations, and…
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2009
2009
Planar and Spherical Stick Indices 17
C. Adams
,
Dan J. Collins
,
K. Hawkins
,
Charmaine Sia
,
Robert Silversmith
2009
Corpus ID: 14576987
The stick index of a knot is the least number of line segments required to build the knot in space. We define two analogous 2…
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2007
2007
Scalar Trefoils
R. Finkelstein
2007
Corpus ID: 119098176
The knot model is extended by assuming that the trefoils are realized as either chiral fermions or as scalar bosons. There are…
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2007
2007
A new classi cation of links andsome calculations using
itColin
,
RourkeBrian
,
SandersonMathematics
2007
Corpus ID: 17146707
A new classiication theorem for links by the authors and Roger Fenn leads to computable link invariants. As an illustration we…
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1999
1999
The Embedding Space of Hexagonal
KnotsJorge Alberto Calvo
1999
Corpus ID: 17556883
The topology of the space of rooted oriented hexagonal knots embedded in R 3 is described, with special attention given to the…
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1996
1996
A Spacefilling Trefoil Knot
P. Schmitt
1996
Corpus ID: 3046478
This note describes a (polyhedral) prototile which is topologically equi valent to a trefoil knot and admits a (monohedral…
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