| 1. | The dicyclic group has a unique center of Dic " n ".
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| 2. | When " m " = 1 this group is a binary dihedral or dicyclic group.
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| 3. | Note that the dicyclic group does not contain any subgroup isomorphic to Dih " n ".
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| 4. | It is dicyclic, planar and has eight ?-electrons, fulfilling the IUPAC definition of antiaromaticity.
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| 5. | More abstractly, one can define the dicyclic group Dic " n " as any group having the presentation
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| 6. | For this reason the dicyclic group is also known as the "'binary dihedral group " '.
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| 7. | Since the dicyclic group can be embedded inside the unit quaternions one can ask what the image of it is under this homomorphism.
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| 8. | The stomata are haplocheilic, monocyclic or dicyclic, usually depressed, with the guard cells occurring in the lowermost part of the stoma.
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| 9. | More generally, when " n " is a power of 2, the dicyclic group is isomorphic to the generalized quaternion group.
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| 10. | There is a superficial resemblance between the dicyclic groups and dihedral groups; both are a sort of " mirroring " of an underlying cyclic group.
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