MATH: THE LANGLANDS PROGRAM (getting closer) OK. Gotta say. This is a bit on the

http://publications.ias.edu/rpl/MORE MATH: THE LANGLANDS PROGRAM

(getting closer)

OK. Gotta say. This is a bit on the hard side. Most philosophy is nonsense, so it’s a matter of just sifting through it for a few fragments of gold. And I think I get number theory as well or better than anyone else. It LOOKS to me that I understand it correctly, given that Turing was so clear at operationalizing and demystifying math. (and Petzold helped too. And for me at least, not to forget Poincaré and Mandelbrot.) But the number of terms I have to learn here is just overtaxing my short term memory and I’ll probably have to write my own glossary just to make sure that I actually understand it all.

Anyway, I don’t really have to understand or work on the mathematical problem – and I wouldnt be good at it. (Actually it’s like crack for nerds, and I’m afraid of being addicted to it.) I do have to understand the relevant language well enough that I can address mathematical platonism thoroughly.

Work, work, work…. lol

http://publications.ias.edu/rpl/

Arthur, James (2003), “The principle of functoriality”, American Mathematical Society. Bulletin. New Series 40 (1): 39–53,

Bernstein, J.; Gelbart, S. (2003), An Introduction to the Langlands Program, Boston: Birkhäuser

Gelbart, Stephen (1984), “An elementary introduction to the Langlands program”, American Mathematical Society. Bulletin. New Series 10 (2): 177–219,

Frenkel, Edward (2005). “Lectures on the Langlands Program and Conformal Field Theory”

Gelfand, I. M. (1963), “Automorphic functions and the theory of representations”, Proc. Internat. Congr. Mathematicians (Stockholm, 1962), Djursholm: Inst. Mittag-Leffler, pp. 74–85

Harris, Michael; Taylor, Richard (2001), The geometry and cohomology of some simple Shimura varieties, Annals of Mathematics Studies 151, Princeton University Press

Henniart, Guy (2000), “Une preuve simple des conjectures de Langlands pour GL(n) sur un corps p-adique”, Inventiones Mathematicae 139 (2): 439–455,

Kutzko, Philip (1980), “The Langlands Conjecture for Gl2 of a Local Field”, Annals of Mathematics 112 (2): 381–412,

Langlands, Robert (1967), Letter to Prof. Weil

Langlands, R. P. (1970), “Problems in the theory of automorphic forms”, Lectures in modern analysis and applications, III, Lecture Notes in Math 170, Berlin, New York: Springer-Verlag, pp. 18–61

Laumon, G.; Rapoport, M.; Stuhler, U. (1993), “D-elliptic sheaves and the Langlands correspondence”, Inventiones Mathematicae 113 (2): 217–338,