The difference between the general characteristic that works to describe a homomorphic field, and, the general characteristic that works to describe a homeomorphic field, is that a homomorphic field is a configured mappable symmetric field, that is isotropically stable, (to where it is here to work to bear a tense of group action), -- whereas, a homeomorphic field, may either be a field that is comprised of two or more different metric-related spatial eigenstates, that work to bear the same tense of a hermitian distribution, at their respective individually taken delineations; Or, it may also be thought of as being a mappable relationship, between two different structural configurations, that are here to both work to bear the same tense of a hermitian distribution, at their respective individually taken delineations. Sam Roach.
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