| 1. | This ideal forms a regular hexagonal lattice in the complex plane.
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| 2. | All seven contain significant amounts of sp 3 hexagonal lattice.
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| 3. | Graphene's hexagonal lattice can be regarded as two interleaving triangular lattices.
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| 4. | This four-index scheme for labeling planes in a hexagonal lattice makes permutation symmetries apparent.
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| 5. | Hex-splines are the generalization of B-splines for 2-D hexagonal lattices.
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| 6. | The exact value of is only known for the hexagonal lattice, where it is equal to:
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| 7. | Hence the hexagonal lattice provides a superior picture of the structure of the five-limit modulatory space.
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| 8. | The proof of this lemma is a clever computation that relies heavily on the geometry of the hexagonal lattice.
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| 9. | Alternately, the plane can be tiled by hexagons, and the centers of the hexagons form a hexagonal lattice.
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| 10. | Graphene is a single two-dimensional ( 2D ) atomic layer of carbon atom arranged in a hexagonal lattice.
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