sources

These are some sources I have either gotten scanned or put here for ease of access. A lot of these are TeXromancer projects or references for TeXromancer projects.

Adams, J. F. (1995). Stable Homotopy and Generalised Homology. University of Chicago Press. https://people.math.rochester.edu/faculty/doug/otherpapers/Adams-SHGH-latex.pdf

Borel, A. (1950). Le plan projectif des octaves et les sphéres commes espaces homogènes. Comptes Rendus de l’Académie des Sciences, 230, 1378–1380. https://aareyanmanzoor.github.io/assets/articles/borel-1950.pdf

Ge, L., & Hadwin, D. (2001). Ultraproducts of C*-algebras. In L. Kérchy, I. Gohberg, C. I. Foias, & H. Langer (Eds.), Recent Advances in Operator Theory and Related Topics (pp. 305–326). Birkhäuser. https://aareyanmanzoor.github.io/assets/articles/Ge-Hadwing-2001.pdf

Godbillon, G., & Vey, J. (1971). Un invariant des feuilletages de codxrnension un,. Comptes Rendus de l’Académie des Sciences, 273, 92–95. https://aareyanmanzoor.github.io/assets/articles/Godbillon-Vey.pdf

Hicks. ("). Notes on Differential Geometry. https://aareyanmanzoor.github.io/assets/hicks.pdf

James, I. M. (Ed.). (1962). CONVEX REGIONS IN THE GEOMETRY OF PATHS. In Differential Geometry (pp. 223–232). Pergamon. https://aareyanmanzoor.github.io/assets/whitehead1932.pdf

Kan, D. (1958). The Hurewicz theorem. Symposium Internacional de Topología Algebraica (International Symposium on Algebraic Topology), 225–231. https://aareyanmanzoor.github.io/assets/articles/Kan-Hurewicz-Theorem.pdf

Lagarias, J. C., & Odlyzko, A. M. (n.d.). Effective Versions of the Chebotarev Density Theorem. Algebraic Number Fields: (L-Functions and Galois Properties) : Proceedings of a Symposium, 409–464. https://aareyanmanzoor.github.io/assets/articles/lagarias-odlyzko.pdf

Lima, E. L. (1959). Duality and Postnikov invariants [University of Chicago]. https://aareyanmanzoor.github.io/assets/limaT.pdf

Matsumura, H. (1970). Commutative Algebra. W. A. Benjamin Advanced Bk Program. https://aareyanmanzoor.github.io/assets/matsumura-CA.pdf

Milnor, J. W., & Stasheff, J. D. (1974). Characteristic classes. Princeton University Press. https://aareyanmanzoor.github.io/assets/books/characteristic-classes.pdf

Quillen, D. (1968). Homology of commutative rings [Mimeographed notes]. https://aareyanmanzoor.github.io/assets/articles/quillen-homology-rings.pdf

Quillen, D. G. (1967). Homotopical Algebra (Vol. 43). Springer. https://aareyanmanzoor.github.io/assets/books/homotopical-algebra.pdf

Shih, M. W. (1965). Une remarque sur les classes de Thom. Comptes Rendus de l’Académie des Sciences, 260, 6259–6262. https://aareyanmanzoor.github.io/assets/articles/shih1965.pdf

Spanier, E. H., & Whitehead, J. H. C. (1955). Duality in homotopy theory. Mathematika, 2(1), 56–80. https://aareyanmanzoor.github.io/assets/articles/spanier-whitehead.pdf

Synge, J. L. (1926). The First and Second Variations of the Length-Integral in Riemannian Space. Proceedings of the London Mathematical Society, s2-25(1), 247–264. https://aareyanmanzoor.github.io/assets/synge1926.pdf

Thom, R. (1958). Les classes caractéristiques de Pontrjagin des variétés triangulées. Symposium internacional de topología algebraica (International symposium on algebraic topology), 54–67. https://aareyanmanzoor.github.io/assets/articles/thom1958.pdf