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Reference for GodelGödel-Bernays Axioms

I am currently working through Hungerford's Algebra, which in the first few pages claims to rely on the (or perhaps a) GodelGödel-Bernays axiomatization of set theory. I am looking for a citable reference with an explicit statement of what would then be considered the GodelGödel-Bernays axioms.

Reference for Godel-Bernays Axioms

I am currently working through Hungerford's Algebra, which in the first few pages claims to rely on the (or perhaps a) Godel-Bernays axiomatization of set theory. I am looking for a citable reference with an explicit statement of what would then be considered the Godel-Bernays axioms.

Reference for Gödel-Bernays Axioms

I am currently working through Hungerford's Algebra, which in the first few pages claims to rely on the (or perhaps a) Gödel-Bernays axiomatization of set theory. I am looking for a citable reference with an explicit statement of what would then be considered the Gödel-Bernays axioms.

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Reference for Godel-Bernays Axioms

I am currently working through Hungerford's Algebra, which in the first few pages claims to rely on the (or perhaps a) Godel-Bernays axiomatization of set theory. I am looking for a citable reference with an explicit statement of what would then be considered the Godel-Bernays axioms.