A quick question. Is ot(⋃γ<λαγ)=⋃γ<λot(αγ)?
where ot stands for the order type (and λ can be limit ordinal or not).
It seems like a nice property which can be very much false, but I don't know neither how to prove it nor can I find a counterexample.
A quick question. Is ot(⋃γ<λαγ)=⋃γ<λot(αγ)?
It seems like a nice property which can be very much false, but I don't know neither how to prove it nor can I find a counterexample.
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