Examples of isomorphism

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Here, the notion of phase isomorphism is defined as follows.
This fact entails the possibility of considering different kinds of isomorphisms, in particular, provable isomorphisms as opposed to computable ones.
The attempt is simplified in its handling of injectivity and isomorphisms.
The rest of the paper defines an equivalence calculus based on covering graphs isomorphism.
As a matter of fact, no benchmark has been developed yet for the subgraph isomorphism problem.
Two concatenable processes are isomorphic, and thus identified, if their underlying processes are isomorphic via an isomorphism that respects all the orderings.
Finally, and most importantly, dealing with actual terms gives us an insight into provable isomorphisms that may be turned into computable ones.
We note that the recursive product isomorphism problem is not a simple a generalisation of our product isomorphism problem.
We will now describe the relations between polarised isomorphisms and the associated number models.
One question that comes to mind is therefore the following: which properties on are desirable to get decidable isomorphisms?
Obviously, a faithful copy is just a special case of isomorphism, which isprovable but not computable.
To enforce an intensional isomorphism, we then defined a notion of -conversion, which also preserves convergence of the calculus.
This product isomorphism variant, as such, has not been considered previously in the literature.
The study of isomorphisms of types has, in the main, been carried out in an intuitionistic setting.
The notion of retraction is a generalisation of isomorphism.
If true, no alteration of experience can produce an isomorphism.
We believe that one must reject the metaphysical dogma of analytic isomorphism.
If this suggestion indeed is the case, nielsen would be confirming a biological explanation for the mental events in sleep and providing support for isomorphism.
The isomorphism issue is tackled head on by solms.
Like the interface between syntax and phonology, that between syntax and semantics is not an isomorphism.

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