The theorem is proved by an Schroeder Bernstein theorem.
2.
The reference is to my book : " Proofs of the Cantor-Bernstein Theorem.
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:I think the obvious approach would be to use to the bijection to define functions satisfying the conditions of the Schroeder-Bernstein theorem . talk ) 17 : 54, 17 September 2010 ( UTC)
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He generalized the Cantor Bernstein theorem which said the collection of countable order types has the cardinality of the continuum and showed that the collection of all graded types of an idempotent cardinality m has a cardinality of 2 m.
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