
 Office of the Provost and Chief Academic Officer 
  Axiomatic and formal mathematics; consistency and completeness; recursive functions; undecidability and intuitionism. 
  Limits of functions, continuity, uniform continuity, differentiation, the mean value theorem, Rolle's theorem, L'Hospital's rule, Taylor's theorem, Riemann Integral, properties of the Riemann Integral, the fundamental theorem of calculus, pointwise and uniform convergence, applications of uniform convergence. 
  Topology of ndimension Euclidean space, functions of bounded variation, absolute continuity, differentiation, RiemannStieltjes integration,, Lebesgue measure and integration theory; Lp spaces, separability, completeness, duality, L2 spaces and the RieszFischer theorem. 
 www.provost.howard.edu /provost/bulletin2/g/v2gmath_a.htm (356 words) 
