Advanced Calculus

Advanced Calculus By Callahan Jr., James J. Published by Springer Publication Date: 2010-09-17 Subject: Mathematics Applied, Mathematics Mathematical Analysis, Mathematics Applied, Mathematics Calculus, Mathematics Mathematical Analysis, Applied Mathematics, Calculus & Mathematical Analysis, Differential Calculus & Equations, Real Analysis, Real Variables, Calculus And Mathematical Analysis, Differential Calculus And Equations, Mathematik Analysis, Science & Mathematics: Textbooks & Study Guides, Real Analysis, Real Variables, Calculus & Mathematical Analysis, Applied Mathematics, Differential Calculus & Equations, Mathematics Mathematical Analysis, Mathematics, Mathematical Analysis, Mathematics Applied, Applied, Calculus And Mathematical Analysis, Differential Calculus And Equations, Calculus, Anf: Mathematics, Applied, Mathematical Analysis Subject Keywords: Algebra; Derivative; Green's theorem; Morse's lemma; Riemann and Darboux integrals; Stokes' theorem; calculus; change of variables formula; critical points; derivative as linear approximation; differential equation; implicit functions; inverse function theorem; parametrized surfaces; surface integrals Genre: Real Analysis, Real Variables, Calculus & Mathematical Analysis, Applied Mathematics, Differential Calculus & Equations, Mathematics, Mathematical Analysis, Mathematics, Applied, Real Analysis, Real Variables, Calculus And Mathematical Analysis, Applied Mathematics, Differential Calculus And Equations Target Audience: Professional and scholarly