Kervaire conjecture on weight of group via fundamental group of ribbon sphere-link

A Kawauchi - arXiv preprint arXiv:2303.13728, 2023 - arxiv.org
arXiv:2303.13728v3 [math.GR] 2 Apr 2023 Page 1 arXiv:2303.13728v3 [math.GR] 2 Apr 2023
Kervaire conjecture on weight of group via fundamental group of ribbon sphere-link Akio …

Knots and surfaces

M Ozawa - Sugaku Expositions, 2019 - ams.org
AMS :: Sugaku Expositions Skip to Main Content American Mathematical Society American
Mathematical Society MathSciNet Bookstore Publications Publications — Over 100 years of …

On pretzel knots and Conjecture

J Rodríguez-Viorato… - Journal of Knot Theory and …, 2016 - World Scientific
On pretzel knots and Conjecture Page 1 Journal of Knot Theory and Its Ramifications Vol. 25,
No. 2 (2016) 1650012 (40 pages) c World Scientific Publishing Company DOI: 10.1142/S0218216516500127 …

[PDF][PDF] Toroidal Dehn Surgeries

M EUDAVE, E RAMÍREZ - A MATHEMATICAL TRIBUTE - academia.edu
We construct an infinite family of hyperbolic knots Kn, such that for a certain slope σ, Kn (σ)
has an incompressible torus T which intersects the core of the surgered solid torus in 4 …

[PDF][PDF] KNOT EXTERIORS WITH ALL COMPACT SURFACES OF POSITIVE GENUS ESSENTIALLY EMBEDDED

JM NOGUEIRA - mat.uc.pt
DMUC Preprint 23-32, 06 Nov 2023 Page 1 KNOT EXTERIORS WITH ALL COMPACT
SURFACES OF POSITIVE GENUS ESSENTIALLY EMBEDDED JOAO M. NOGUEIRA Abstract. It …

[PDF][PDF] ON PRETZEL KNOTS AND CONJECTURE Z

JR Viorato, FG Acuna - researchgate.net
December 17, 2015 13:52 WSPC/INSTRUCTION FILE onpretzelsandzconjecture ON PRETZEL
KNOTS AND CONJECTURE Z 1. Introduction Page 1 December 17, 2015 13:52 …

Alternating Montesinos knots and Conjecture

J Rodríguez-Viorato - arXiv preprint arXiv:1606.07033, 2016 - arxiv.org
Conjecture $\mathbb {Z} $ is a knot theoretical equivalent form of the Kervaire Conjecture.
We say that a knot have property $\mathbb {Z} $ if it satisfies Conjecture $\mathbb {Z} $ for …

[PDF][PDF] KNOT COMPLEMENT WITH ESSENTIAL SURFACES OF UNBOUNDED GENUS AND NUMBER OF PUNCTURES

JM NOGUEIRA - mat.uc.pt
We construct infinitely many knots, both hyperbolic and non-hyperbolic, where each
complement contains meridional essential surfaces of simultaneously unbounded genus …

結び目と曲面

小沢誠 - 数学, 2015 - jstage.jst.go.jp
キーワード: 結び目, 曲面, 本質的曲面, 本質的横断性定理, 境界スロープ, 橋位置, Morse 位置,
細位置, Hempel 距離, トンネル数, 閉曲面, スモール結び目, 経線的結び目, タングル分解球面 …

[引用][C] ALTERNATING MONTESINOS KNOTS AND CONJECTURE Z

JR Viorato - arXiv preprint arXiv:1606.07033, 2016