PowerWiki: MAA

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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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[WM notebook from the seminars | sem1.nb]

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During the semester, there will be two tests (2 x max. 30 pts), without any minimal points restriction.

First Test will be on Wolfram Mathematica and second will be on Matlab.

During the semester, there will be three tests (total max. 30 pts) from WM, without any minimal points restriction.

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# [Introduction to Wolfram Mathematica|Intro_WM.rar]