EGAVE

holonomy

About 0.02 uses per million words.

Meaning

  1. noun Given a smooth closed curve C on a surface M, and picking any point P on that curve, the holonomy of C in M is the angle by which some vector turns as it is parallel transported along the curve C from point P all the way around and back to point P.

Similar words

hypercycle hodograph orientation herpolhode horocycle conchoid curl jordan curve poloid horosphere

Often followed by

group and of is groups in around

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