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20172026
most citedBounding the Kirby-Thompson invariant of spun knots

1 citations · 1 across the 13 of their papers we have counts for

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math.GT2026

Decompositions and diagrams of symplectic surfaces in Weinstein domains

Román Aranda, Patricia Cahn, Agniva Roy +1

We introduce combinatorial and diagrammatic methods for representing properly embedded symplectic surfaces in 4-dimensional Weinstein domains. We show that positive ascending surfa…

math.GT2026

Bridge position of 3-manifolds embedded in the 5-sphere

Román Aranda, Sarah Blackwell, Geunyoung Kim +2

We introduce and study bridge decompositions for 3-manifolds embedded in the 5-sphere. These generalize both the classical notion of bridge position for knots in the 3-sphere and t…