Contents: Introduction; Curves; Gauss Curvature; Surfaces in E3; First Fundamental Form; Second Fundamental Form; The Gauss Curvature in Detail; Geodesics; The Curvature Tensor and the Theorema Egregi . . . . .
This is a calculus textbook at the college Freshman level based on Abraham Robinson's infinitesimals, which date from 1960. Robinson's modern infinitesimal approach puts the intuitive ideas of the f . . . . .
This text is designed for an intermediate-level, two-semester undergraduate course
in mathematical physics. It provides an accessible account of most of the current,
important mathematical tools req . . . . .
The story of this book: We wrote a book because we didn't like the available texts. We talked to about 10 textbook authors before we started writing. They all advised against it: more work than you w . . . . .
Contents: Principles of Numerical Calculations; How to Obtain and Estimate Accuracy; Series, Operators and Continued Fractions; Interpolation and Related Subjects; Numerical integration; Scalar Nonlin . . . . .
List of contents: Review of the basics of quantum mechanics, The Born-Oppenheimer approximation, Diatomic molecules, Hartree and Hartree-Fock approximations, Semi-empirical methods, Tight-binding app . . . . .
Contents: The Special Theory of Relativity; Vectors in Special Relativity; Tensors in Special Relativity; Application of Tensors in Special Relativity; Conceptual Basis of General Relativity; Curved S . . . . .
The first edition of Basic Pharmacokinetics on the web. An entire textbook for an introductory Pharmacokinetics course has been made especially for publication on the web in printed form using Adobe P . . . . .
In my opinion the best book of mechanics I never read. Contents: Phenomenic Reality and models;Qualitative Aspects of One-Dimensional Motion; Systems with Many Degrees of Freedom. Theory of the
cons . . . . .