homomorphies

[US]/['hɔməmɔ:fi:z]/
[UK]/['hɔməmɔrfi:z]/

Translation

n.the quality of having the same form or structure in different organisms

Phrases & Collocations

homomorphies in algebra

homomorphies of groups

homomorphies and isomorphies

homomorphies in topology

homomorphies in graphs

homomorphies of rings

homomorphies and mappings

homomorphies in logic

homomorphies of fields

homomorphies in mathematics

Example Sentences

homomorphies can help in understanding the structure of mathematical objects.

researchers study homomorphies to find similarities between different algebraic systems.

the concept of homomorphies is crucial in abstract algebra.

homomorphies allow for the simplification of complex mathematical proofs.

understanding homomorphies is essential for advanced mathematics students.

many mathematical theories rely on the properties of homomorphies.

homomorphies can be applied in various fields, including computer science.

in topology, homomorphies help classify different spaces.

students often struggle with the concept of homomorphies in their coursework.

homomorphies play a significant role in the study of group theory.

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