| | So I want to discuss my past contributions to the multivariable calculus course. There may be some problems with integrating my material with that of others (Specifically JacobB, of course), since my approach to vector components in curvilinear coordinates was somewhat unorthodox. See my talk page, at the bottom. | | So I want to discuss my past contributions to the multivariable calculus course. There may be some problems with integrating my material with that of others (Specifically JacobB, of course), since my approach to vector components in curvilinear coordinates was somewhat unorthodox. See my talk page, at the bottom. |
| | + | Algebra, Joseph-Louis Lagrange, exponent of "r" in Newtonian gravity, Calc3.1/2/3/4/5, tensor, wave equation, e (mathematics), vector, vector space, vector field, conservative vector field, irrotational vector field, Maxwell's equations, Hodge star, exterior derivative, Cramer's rule, Riemann integral, Green's theorem, dense subset, limit (mathematics), boolean algebra, mathematical paradoxes, function, complex analytic function, continuity, countable, group, real number, rational number, complex number, Cauchy sequence, Dedekind cut, bijection, injection, surjection, ham sandwich theorem, two-pancacke theorem, divergence, curl, cross product, dot product, infinity, functor, continuous function, Bolzano-Weierstrass theorem, principle of induction, general relativity, real analysis, Pierre Simon Laplace, diagonalization. |