## Commentary on A general curriculum in mathematics for colleges |

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1965 GCMC report Affine Geometry affine subspaces affine transformations analysis applications Applied Mathematics approximation axioms basic Chain rule COMMENTARY ON MATHEMATICS concepts continuous functions convergence coordinate coordinate-free course outlines CUPM report curriculum curve defined definitions derivative differential equation echelon form Euclidean geometry Euclidean space Euclidean transformation examples exponential function fields Fundamental Theorem Gaussian elimination graphs homomorphism improper integrals inner product Intermediate Value Theorem introduction intuitive inverse large number lessons linear algebra linear equations linear mapping linear transformations logarithmic Mathe Mathematics Mathematics 6L mathematics majors methods multiple integrals Multivariable Calculus nonsingular orthogonal parallel polynomial Preparation for Graduate Prerequisite proofs real number recommended Riemann sciences Section semester hours solution statistics course suggested Systems of linear tangent Taylor's theorem techniques tensor products theory three-space tion topics translations treatment trigonometric functions Undergraduate unique factorization value problems Value Theorem vector calculus York