Books

• Cornell Digital Library Math collection - Many old texts that might be hard to find.
• Introduction to algebraic K-theory (Charles Weibel)
• Higher dimensional algebraic geometry (more notes too) f(O. Debarre)
• Buildings and classical groups (functional analysis too) (P. Garrett)
• Topology (algebraic topology, vector bundles and K-theory, spectral sequences, 3-manifolds) (Allen Hatcher)
• Topology (Skew lines in 3-space, real algebraic varieties, patchworking) (O. Viro)
• Abstract algebra online - A nice introductory text.
• Abtract algebra II - By John Beachy.
• Elementary Calculus: An Approach Using Infinitesimals - by H. Jerome Keisler
• Smarandache Functions? - not too sure what this is.
• George Cain's Book list - lots of books
• AMS Books online list

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Lecture Notes

• Aaron Bertram's lecture notes - some on advanced algebra topics and some introductory algebra notes too.
• Lecture notes (Physics, modular forms, algebraic geometry) (I. Dolgachev)
• Notes from Utah's Max Dehn Seminar - not many notes and very old.
• Hans Samelson - Notes on Lie Algebras
• Lizhen Ji - Survey of Buildings

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Expository Papers

• Papers on math style (from ohio state)
• Sur les immeubles hyperbolique (and others) (D. Gaboriau)

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