The Mathematica Lectures (in Russian)
The following gives short contents of Mathematica lectures
Contents – the contents of Mathematica lectures
Lecture 1. Numbers – introduction to components of a system, types of numbers, mathematical constants and elementary functions
Lecture 2. Symbols – two more elementary objects in Mathematica, basics of symbolic computation and getting help
Lecture 3. Lists – structure of list, vectors and matrices and operations on them
Lecture 4. Graphics – graphics in Mathematica, optional parameters
Lecture 5. Analysis – analisys, algebraic and differential equations, Teylor expansion and Fourier analysis
Lecture 6. Functions – building the functions, patterns, attributes
Lecture 7. Programming I – functional programming in Mathematica, graphics primitives and programming, iteration, compilation and increasing the efficiency of programming code
Lecture 8. Programming II – rule-based programming, elements of procedural programming, standard and non-standard evaluation of expression in Mathematica, operations on files and directories
Lecture 9. Formatting – formats of representations of expressions, typesets of special symbols and two-dimentional constractions, encoding, export and import
Lecture 10. Notebook – components and options of notebook and its elements, cells and box-structures, options of Mathematica Front-End, active elements of notebook and programming the interface
Lecture 11. Packages – context and building extention packages, standard Mathematica packages
Lecture 12. Applications – hyperlinks and interactive applications: ViewPoint selector, Replot and GUIKit
Last modified: July 25, 2006