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A. Panayotopoulos, P. Tsikouras (2003)
Properties of meandersJ. Comb. Math. Comb. Comput., 46
V.I. Arnold (1988)
The branched covering of $${CP^2 \to S^4}$$ C P 2 → S 4 , hyperbolicity and projective topologySib. Math. J., 29
S. Lando, A. Zvonkin, A. Zvonkin (1993)
Plane and Projective MeandersTheor. Comput. Sci., 117
J. Koehler (1968)
Folding a strip of stampsJournal of Combinatorial Theory, Series A, 5
Kurt-Jürgen Hoffman, K. Mehlhorn, P. Rosenstiehl, R. Tarjan (1986)
Sorting Jordan Sequences in Linear Time Using Level-Linked Search TreesInf. Control., 68
W. Lunnon (1968)
A map-folding problemMathematics of Computation, 22
J. Sawada, Roy Li (2012)
Stamp Foldings, Semi-Meanders, and Open Meanders: Fast Generation AlgorithmsElectron. J. Comb., 19
I. Jensen (2000)
A transfer matrix approach to the enumeration of plane meandersJournal of Physics A, 33
Stéphane Legendre (2013)
Foldings and meandersAustralas. J Comb., 58
J. Barraud, A. Panayotopoulos, P. Tsikouras (2003)
Properties of closed meandersArs Comb., 67
(1988)
The branched covering of CP2 → S4, hyperbolicity and projective topology
We define the set of meandering curves and we partition this set into three classes, corresponding to the cases where neither, one or both extremities of the curve are covered by its arcs. We present enumerative results for each one of these classes and we associate these results with enumerating sequences for other known meandering curves.
Mathematics in Computer Science – Springer Journals
Published: May 24, 2015
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