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homomorphic

Homomorphic vs Homoeomorphic - What's the difference?

homomorphic | homoeomorphic |


As adjectives the difference between homomorphic and homoeomorphic

is that homomorphic is of or pertaining to homomorphism; having a homomorphism while homoeomorphic is (british|topology).

Homomorphic vs Heteromorphic - What's the difference?

homomorphic | heteromorphic |


As adjectives the difference between homomorphic and heteromorphic

is that homomorphic is of or pertaining to homomorphism; having a homomorphism while heteromorphic is having different forms in different stages of the life cycle.

Isomorphic vs Homomorphic - What's the difference?

isomorphic | homomorphic |

Homomorphic is a coordinate term of isomorphic.



As adjectives the difference between isomorphic and homomorphic

is that isomorphic is related by an isomorphism; having a structure-preserving one-to-one correspondence while homomorphic is of or pertaining to homomorphism; having a homomorphism.

Holomorphic vs Homomorphic - What's the difference?

holomorphic | homomorphic |


As adjectives the difference between holomorphic and homomorphic

is that holomorphic is complex-differentiable on an {{soplink|open|set}} around every point in its domain while homomorphic is of or pertaining to homomorphism; having a homomorphism.

Homomorphic vs Homeomorphic - What's the difference?

homomorphic | homeomorphic |


As adjectives the difference between homomorphic and homeomorphic

is that homomorphic is of or pertaining to homomorphism; having a homomorphism while homeomorphic is having a homeomorphism.

Homomorphic vs Anhomomorphic - What's the difference?

homomorphic | anhomomorphic |


As adjectives the difference between homomorphic and anhomomorphic

is that homomorphic is of or pertaining to homomorphism; having a homomorphism while anhomomorphic is not homomorphic.

Homomorphic vs Bicontinuous - What's the difference?

homomorphic | bicontinuous |


As adjectives the difference between homomorphic and bicontinuous

is that homomorphic is of or pertaining to homomorphism; having a homomorphism while bicontinuous is (mathematics) homomorphic.