- #1
cap.r
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Hello, I am trying to figure out whether I should take this class but I am not sure if I have the requirements for it. My school has a habit of setting the requirements bar low when the class might actually be difficult and need a lot of prior knowledge on the subject.
It's called Axiomatic set theory.
Development of a system of axiomatic set theory, choice principles, induction principles, ordinal arithmetic including discussion of cancellation laws, divisibility, canonical expansions, cardinal arithmetic including connections with the axiom of choice, Hartog's theorem, Konig's theorem, properties of regular, singular and inaccessible cardinals.
I have never taken a set theory course and am familiar with these topics but am in no way sure of myself. the text being used is Y. Moschovakis, Notes on Set Theory, Second Edition, Springer, 2006.
I have done a few analysis courses and my next one will start with measure theory. I have done some complex analysis with a year of abstract algebra. and a semester of number theory. I am still young as a mathematician and am trying to see if this will be a good addition.
Thanks,
RK
It's called Axiomatic set theory.
Development of a system of axiomatic set theory, choice principles, induction principles, ordinal arithmetic including discussion of cancellation laws, divisibility, canonical expansions, cardinal arithmetic including connections with the axiom of choice, Hartog's theorem, Konig's theorem, properties of regular, singular and inaccessible cardinals.
I have never taken a set theory course and am familiar with these topics but am in no way sure of myself. the text being used is Y. Moschovakis, Notes on Set Theory, Second Edition, Springer, 2006.
I have done a few analysis courses and my next one will start with measure theory. I have done some complex analysis with a year of abstract algebra. and a semester of number theory. I am still young as a mathematician and am trying to see if this will be a good addition.
Thanks,
RK