- #1
fourier jr
- 765
- 13
I've got:
Analysis II: Hilbert spaces, Banach spaces, L_p spaces, Lebesgue measure & integration, etc. Textbook is Real Analysis by Royden
Algebra III: noncommutative rings, modules, some categories, functors, tensor products, maybe some group representations, etc. Textbook is Algebra by Thomas Hungerford
Set Theory: this is directed studies so I'm not sure what I'll do, except it'll probably be with Theory of Sets by Kamke & Axiomatic Set Theory by Suppes.
Analysis II: Hilbert spaces, Banach spaces, L_p spaces, Lebesgue measure & integration, etc. Textbook is Real Analysis by Royden
Algebra III: noncommutative rings, modules, some categories, functors, tensor products, maybe some group representations, etc. Textbook is Algebra by Thomas Hungerford
Set Theory: this is directed studies so I'm not sure what I'll do, except it'll probably be with Theory of Sets by Kamke & Axiomatic Set Theory by Suppes.