http://www.loc.gov/mods/v3 http://www.loc.gov/standards/mods/v3/mods-3-2.xsd
The Algebra of Differential Forms -- Exterior Differentiation -- The Fundamental Correspondence -- The Notion of a Manifold (with Boundary) -- Orientation -- [Iota]-Forms -- [Kappa]-Forms -- Push-forwards and Pull-backs -- The Integral of a 0-Form over a Point (Evaluation) -- The Integral of a 1-Form over a Curve (Line Integrals) -- The Integral of a 2-Form over a Surface (Flux Integrals) -- The Integral of a 3-Form over a Solid Body (Volume Integrals) -- Integration via Pull-backs -- Statement of the Theorem -- The Fundamental Theorem of Calculus and Its Analog for Line Integrals -- Green's and Stokes's Theorems -- Gauss's Theorem -- Proof of the GST -- Differential Forms in R[superscript eta] and Poincare's Lemma -- Manifolds, Tangent Vectors, and Orientations -- The Basics of de Rham Cohomology -- Appendix: Why Does a Mirror Reverse Left and Right?