The following pages link to Realizability of graphs (Q878072):
Displaying 28 items.
- Constructing uniquely realizable graphs (Q393739) (← links)
- Series parallel linkages (Q555265) (← links)
- Graph realizations associated with minimizing the maximum eigenvalue of the Laplacian (Q662288) (← links)
- Forbidden minor characterizations for low-rank optimal solutions to semidefinite programs over the elliptope (Q740647) (← links)
- Realizability of graphs in three dimensions (Q878073) (← links)
- Zur Struktur der (\({\mathfrak P}^ 3\))-realisierbaren Graphen. (On the structure of (\({\mathfrak P}^ 3\)-realizable graphs)) (Q912133) (← links)
- Feasible graphs with standard universe (Q1295403) (← links)
- Realizability and uniqueness in graphs (Q1344609) (← links)
- Graph-theoretical conditions for inscribability and Delaunay realizability (Q1356410) (← links)
- Realizability and verification of MSC graphs (Q1770427) (← links)
- On (1, 2)-realizable graphs (Q1815308) (← links)
- The realizable extension problem and the weighted graph \((K _{3,3}, l)\) (Q1928599) (← links)
- Unavoidable minors for graphs with large \(\ell_p\)-dimension (Q2039320) (← links)
- A new graph parameter related to bounded rank positive semidefinite matrix completions (Q2248754) (← links)
- Iterative universal rigidity (Q2351022) (← links)
- Characterizing graphs with convex and connected Cayley configuration spaces (Q2380778) (← links)
- Euclidean Distance Matrices and Applications (Q2802549) (← links)
- Complexity of the Positive Semidefinite Matrix Completion Problem with a Rank Constraint (Q2848995) (← links)
- Selected Open Problems in Discrete Geometry and Optimization (Q2849006) (← links)
- Realizability of Graphs as Triangle Cover Contact Graphs (Q2958333) (← links)
- The Excluded Minors for Isometric Realizability in the Plane (Q2968517) (← links)
- The plane-width of graphs (Q3096959) (← links)
- The rotational dimension of a graph (Q3168659) (← links)
- (Q3313905) (← links)
- (Q4949794) (← links)
- (Q5284075) (← links)
- Completeness for the complexity class \(\forall \exists \mathbb{R}\) and area-universality (Q6156090) (← links)
- Super stable tensegrities and the Colin de Verdière number \(\nu\) (Q6667582) (← links)
