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Lectures on differential geometry Shlomo. Sternberg
Publisher: Prentice-Hall

Differential Forms with Applications to the Physical Sciences; I.M. Differential Geometry of Curves and Surfaces. Kieval Lecture, “Geometry Old and New: from Euclid to String Theory,” on Thursday, Nov. 761, Springer, Berlin Jean-Pierre Otal, Thurston's hyperbolization of Haken manifolds, Surveys in differential geometry, Vol. Bill Lawvere, Outline of synthetic differential geometry , lectures in Buffalo (1998) ( pdf). In particular the old insight promoted by Grothendieck in his work, that nilpotent ideals in rings are formal duals of spaces with infinitesimal extension is typically used to model infinitesimal spaces in synthetic differential geometry. Klaus Johannson, Homotopy equivalences of 3-manifolds with boundaries, Lecture Notes in Mathematics, vol. Sardanashvily: October 1st, 2012. In Founder's Hall, Room Chair of the Mathematical Sciences Research Institute since 2007, Bryant specializes in differential geometry, with a focus on exterior differential systems, special holonomy and Finsler geometry. Sardanashvily, “Lectures on Differential Geometry of Modules and Rings. Robert Bryant, Director of the Mathematical Sciences Research Institute, UC Berkeley, will deliver the 60th Harry S. Hope these notes are good, because the reading of book by Loring V. Tu ( Bott lectures ) about manifolds is too long. I found lecture notes by Ko Honda on differential geometry in 2 parts. My new book on differential geometry of modules and rings. The main difference between models for smooth toposes and algebraic geometry from . The description of differential equations in terms of synthetic differential geometry).