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|1. | Introduction into Wolfram Mathematica: basic syntax, help, variables, complex numbers, basic plotting and graph manipulations|<| [1|seminar1_21_02_19.nb ]
|2. | Principles of procedural, functional and pattern-oriented programming|<| [2| seminar2_28_02_19.nb]
|3. | Functions in Mathematica: Blank, Set, SetDelayed, Module |<| [3| seminar3_07_03.nb]
|4. | Functions in Mathematica: piecewise functions, overloaded functions, tracing the evaluation of functions |<| [4| ]
|5. | Creation and manipulation of Lists, functions and Lists: Table, Part, Map, Apply |<| [5| seminar2132019.nb ]
|6. | Using Nest and NestList for numerical algorithms, Euler and Runge-Kutta method |<| [6| seminar2832019.nb]
|7. | Examples of advanced use of Mathematica |<| [7| ]
|1. | Introduction into Wolfram Mathematica: basic syntax, help, variables, complex numbers, basic plotting and graph manipulations|<| [| ]
|2. | Principles of procedural, functional and pattern-oriented programming|<| [| ]
|3. | Functions in Mathematica: Blank, Set, SetDelayed, Module |<| [|]
|4. | Functions in Mathematica: piecewise functions, overloaded functions, tracing the evaluation of functions |<| [| ]
|5. | Creation and manipulation of Lists, functions and Lists: Table, Part, Map, Apply |<| [| ]
|6. | Using Nest and NestList for numerical algorithms, Euler and Runge-Kutta method |<| [| ]
|7. | Examples of advanced use of Mathematica |<| [| ]
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