Pages that link to "Item:Q1100443"
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The following pages link to A new Pick-type theorem on the hexagonal lattice (Q1100443):
Displaying 9 items.
- Realizable quadruples for hex-polygons. Combinatorics of honeycombs (Q878059) (← links)
- The boundary characteristic and Pick's theorem in the Archimedean planar tilings (Q1096892) (← links)
- Areas of lattice figures in the planar tilings with congruent regular polygons (Q1177949) (← links)
- Primitive and mensurable hex-triangles (Q1199235) (← links)
- Areas of generalized \(H\)-polygons (Q1352876) (← links)
- The boundary characteristic and the volume of lattice polyhedra (Q1584376) (← links)
- A note on area of lattice polygons in an Archimedean tiling (Q2346516) (← links)
- Some combinatorial properties of hexagonal lattices (Q3303525) (← links)
- On exceptionality of dimension three in terms of lattice angles (Q6658788) (← links)