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Ileosigmoid knotting, also known as compound volvulus or double Volvulus, is a rare cause of acute intestinal obstruction. In this condition the ileum wraps around the base of the sigmoid colon and forms a knot. The condition is serious, generally progressing rapidly to gangrene of both ileum and sigmoid colon. Ileosigmoid knotting is an unusual entity
Ajay, Mandal +2 more
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The article discusses the works of contemporary American writers, winners of the 2015–2017 Pulitzer Prize: “The Sympathizer”, “Nothing Ever Dies” [Nguyen 2015, 2016]; “Underground Railroad” [Whitehead 2016]; “Less” [Greer 2017].
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If we consider the set of manifolds that can be obtained by surgery on a fixed knot K, then we have an associated set of numbers corresponding to the Heegaard genus of these manifolds. It is known that there is an upper bound to this set of numbers.
Bradd Evans Clark
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HANGING WITHOUT A KNOT: PECULIAR EVENT OR SIMULATED SUICIDE? [PDF]
Among the methods of self-harm with suicidal purpose, hanging is the most common; classically, the subject fixes the end of a cable to a support placed at a higher height, on which the traction force given by the weight of the suspended body is applied ...
Pierluigi Passalacqua
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Flammulina velutipes, with high edible and medicinal value, was widely cultivated in China and Southeast Asia. Being worthy to be noted, the fruiting body formation and development of F.
CHEN Renliang +7 more
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TORUS KNOTS ARE FOURIER-(1,1,2) KNOTS [PDF]
Every torus knot can be represented as a Fourier-(1,1,2) knot which is the simplest possible Fourier representation for such a knot. This answers a question of Kauffman and confirms the conjecture made by Boocher, Daigle, Hoste and Zheng. In particular, the torus knot Tp,q can be parameterized as [Formula: see text]
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Planar trees, slalom curves and hyperbolic knots [PDF]
We deduce from a rooted tree in the disk a slalom divide and a slalom knot. A slalom knot is either the local link of a simple plane curve singularity of type A_2n, E_6, E_8 or a fibered hyperbolic knot with very special monodromy.Comment: 10 pages and ...
A'Campo, Norbert
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CATEGORICAL GROUPS, KNOTS AND KNOTTED SURFACES [PDF]
We define a knot invariant and a 2-knot invariant from any finite categorical group. We calculate an explicit example for the Spun Trefoil.
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In 2004-2009, a small-plot trial was conducted on permanent grassland dominated by Festuca arundinacea Schreb. on the mesohygrophytic site in order to evaluate effects of four levels of nutrition: F1 = without NPK fertilization, F2 = P30 + K60, F3 = N90 +
F. Hrabě, P. Knot
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Knot state asymptotics I, AJ Conjecture and abelian representations [PDF]
Consider the Chern-Simons topological quantum field theory with gauge group SU(2) and level k. Given a knot in the 3-sphere, this theory associates to the knot exterior an element in a vector space.
Charles, Laurent, Marche, Julien
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