| 41. | You might want to read the artcile on geodesic domes.
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| 42. | In the local frame of the spacecraft the geodesic equation is given by
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| 43. | Torsion is particularly useful in the study of the geometry of geodesics.
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| 44. | Suppose that an observer is moving along a geodesic for the connection.
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| 45. | Much like affine connections, projective connections also define geodesics.
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| 46. | Trajectories with zero proper acceleration are referred to as geodesics.
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| 47. | Here, the length of geodesics varies constantly with resolution.
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| 48. | Influenced by Buckminster Fuller, in 1968 he started building geodesic domes.
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| 49. | Parallel transport of a vector around a geodesic triangle on the sphere.
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| 50. | Based loosely on the geodesic dome designs of R . Buckminster Fuller,
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