Isomorphic refers to a relationship between two mathematical structures, where they can be transformed into one another through a bijective mapping that preserves the structure. In lattice theory, this means that two lattices are isomorphic if there exists a one-to-one correspondence between their elements such that the meet and join operations are preserved. This concept helps in understanding how different lattices can exhibit the same structural properties, emphasizing the idea of equivalence in their framework.
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