holonomy

As nouns the difference between terms and holonomy

is that terms is while holonomy is (differential geometry) 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 .

As nouns the difference between holonymy and holonomy

is that holonymy is a semantic relation that exists between a term denoting a whole (the holonym) and a term denoting a part that pertains to the whole (the meronym) while holonomy is 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.

As nouns the difference between holonomy and homonomy

is that holonomy is (differential geometry) 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 while homonomy is (biology) the homology of parts arranged on transverse axes.

As a noun holonomy

is (differential geometry) 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 .

As an adjective holonomic is

(mathematics) exhibiting holonomy.