Proceedings ...: Geometry in other subjects; lectures by A. M. Gleason and N. SteenrodLincoln K. Durst Committee on the Undergraduate Program in Mathematics, Mathematical Association of America, 1967 - Geometry |
Common terms and phrases
affine approximation affine space analytic approach arc length automorphism calculus course computation conics consider continuous convex coordinate system critical point curve sketching defined determinant differential equation dimensional director space discussion domain easy Euclidean space exam example exterior algebra formula Fréchet derivative function f geometric definition given Gleason global graph Hausner higher dimensions implicit function theorem inner product integral invariant inverse function theorem isomorphism J-sets Jacobian Jordan content k-dimensional lecture limit linear algebra linear approximation linear function linear transformations mapping mathematics matrices maximum minimum n-space natural neighborhood obtain orientation orthogonal parallelepiped partial derivatives partition picture pieces polygon Prenowitz problem proof properties prove question result scalar simply skew-symmetric solution curves solve sophomore Steenrod subspaces Suppose surface symmetric tangent plane teaching tion topic unique usual vector field vector space vector valued velocity verify volume function zero