non-isomorphic structures
non-isomorphic mapping
being non-isomorphic
non-isomorphic relation
proving non-isomorphic
non-isomorphic case
are non-isomorphic
non-isomorphic graph
find non-isomorphic
the two graphs are non-isomorphic, meaning there's no way to relabel the nodes to make them identical.
we proved that the two structures are non-isomorphic under any permutation of the elements.
the problem asks us to identify if the given groups are non-isomorphic.
despite their similar size, the two rings are non-isomorphic in terms of their structure.
the algorithm efficiently detects non-isomorphic configurations within the dataset.
the researchers found several non-isomorphic solutions to the optimization problem.
the goal is to classify the structures into isomorphic and non-isomorphic categories.
the two finite fields are non-isomorphic, a crucial finding for the project.
we need to determine if these two codes are non-isomorphic to avoid confusion.
the analysis confirmed that the two systems are fundamentally non-isomorphic.
the presence of non-isomorphic states complicates the simulation process significantly.
non-isomorphic structures
non-isomorphic mapping
being non-isomorphic
non-isomorphic relation
proving non-isomorphic
non-isomorphic case
are non-isomorphic
non-isomorphic graph
find non-isomorphic
the two graphs are non-isomorphic, meaning there's no way to relabel the nodes to make them identical.
we proved that the two structures are non-isomorphic under any permutation of the elements.
the problem asks us to identify if the given groups are non-isomorphic.
despite their similar size, the two rings are non-isomorphic in terms of their structure.
the algorithm efficiently detects non-isomorphic configurations within the dataset.
the researchers found several non-isomorphic solutions to the optimization problem.
the goal is to classify the structures into isomorphic and non-isomorphic categories.
the two finite fields are non-isomorphic, a crucial finding for the project.
we need to determine if these two codes are non-isomorphic to avoid confusion.
the analysis confirmed that the two systems are fundamentally non-isomorphic.
the presence of non-isomorphic states complicates the simulation process significantly.
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