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T. Hua, 2015, CenturyLink acquires Orchestrate 54. to enhance cloud platform with new. T. Hua, 2015, Nokia’s ambitions could crack under integration pressure, Wall. H. Donker & S. Zahir, 2008, Takeovers, corporate control, and return to target. Journal of Accounting and Taxation, 6:30â€“37; S. Snow, 2013, How to avoid aÂ .
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T. Hua, 2015, CenturyLink acquires Orchestrate 54. to enhance cloud platform with new. T. Hua, 2015, Nokia’s ambitions could crack under integration pressure, Wall. H. Donker & S. Zahir, 2008, Takeovers, corporate control, and return to target. Journal of Accounting and Taxation, 6:30â€“37; S. Snow, 2013, How to avoid aÂ .

T. Hua, 2015, CenturyLink acquires Orchestrate 54. to enhance cloud platform with new. T. Hua, 2015, Nokia’s ambitions could crack under integration pressure, Wall. H. Donker & S. Zahir, 2008, Takeovers, corporate control, and return to target. Journal of Accounting and Taxation, 6:30â€“37; S. Snow, 2013, How to avoid aÂ .Q:

A question about Modern Axiomatic Set Theory

I’m reading the following book, and I’ve just reached the beginning of Chapter 11:

Now I’m trying to prove two theorems of ZFC (Alexandrov and König), but I’ve no idea how to work with the notation in $M A S T$ and what the appropriate way of proving them would be. Could anyone help me with this?

A:

I’m going to assume that you are referring to Mac Lane’s axiomatization of set theory in the second edition of his book (or else that you are referring to a course that used that edition).
The language of first-order set theory is just the language of set theory together with a binary predicate symbol $\in$. König’s and Alexandrov’s theorems appear in Chapter 8 (“Axiom of Choice”) and in Chapter 9 (“Axiom of the Well-ordering Property of $\Bbb R$”), respectively, of Mac Lane’s book. The proof of both theorems is found in Chapter 11 (”

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