Pages that link to "Item:Q1179973"
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The following pages link to Detecting unknotted graphs in 3-space (Q1179973):
Displaying 19 items.
- Minimally knotted graphs in \(S^ 3\) (Q756779) (← links)
- An intrinsic nontriviality of graphs (Q1007214) (← links)
- Tangle analysis of difference topology experiments: applications to a Mu protein-DNA complex (Q1035328) (← links)
- On planarity of graphs in 3-manifolds (Q1209301) (← links)
- Heegaard splittings of \((\text{surface})\times I\) are standard (Q1318024) (← links)
- Minimally knotted embeddings of planar graphs (Q1323433) (← links)
- Minimally knotted spatial graphs are totally knotted (Q1429091) (← links)
- The topology of Helmholtz domains (Q1931418) (← links)
- Linearly embedded graphs in 3-space with homotopically free exteriors (Q2346735) (← links)
- Levels of knotting of spatial handlebodies (Q2839390) (← links)
- UNKNOTTING SINGULAR CHARTS WITH NO BLACK VERTICES BY REDUCING NODE-PAIRS (Q3164489) (← links)
- Stick number of tangles (Q4596410) (← links)
- Linkless embeddings of graphs in 3-space (Q4696246) (← links)
- Site-specific Gordian distances of spatial graphs (Q5071796) (← links)
- (Q5090859) (← links)
- Detecting Unknots via Equational Reasoning, I: Exploration (Q5495915) (← links)
- There exist no minimally knotted planar spatial graphs on the torus (Q5500478) (← links)
- Visual Algebraic Proofs for Unknot Detection (Q5878863) (← links)
- Linearly free graphs (Q6057892) (← links)