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| Title Details: | |
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Combinatorics |
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| Other Titles: |
Τheory in brief and examples |
| Authors: |
Georgiou, Dimitrios Antoniou, Efstathios Chatzimichailidis, Anestis |
| Reviewer: |
Soudris, Dimitrios |
| Subject: | MATHEMATICS AND COMPUTER SCIENCE > MATHEMATICS > COMBINATORICS MATHEMATICS AND COMPUTER SCIENCE > COMPUTER SCIENCE > DISCRETE STRUCTURES MATHEMATICS AND COMPUTER SCIENCE > COMPUTER SCIENCE > DISCRETE STRUCTURES > BASICS OF COUNTING |
| Keywords: |
Combinatorics
Permutations Combinations Stirling Numbers |
| Description: | |
| Abstract: |
A short description of the basics in Combinatorics and enumeration techniques is presented in this chapter. It starts by examining the basics of combinatorics, first with a look at manual counting, followed by a study of a more formulaic method. Then a closer look at counting when restrictions are placed on the scenarios is given.
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| Table of Contents: |
Clusters - Enumerative combinatorics - Analytic combinatorics - Permutations - k-permutations of n - Permutations with repetition - Circular permutations - Iterative Combinations - Bibliography / References
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| Linguistic Editors: |
Kioseoglou, Nerina Tromara, Sofia |
| Technical Editors: |
Stragali, Faidra Yfantidou, Georgia |
| Type: |
Chapter |
| Creation Date: | 21-12-2015 |
| Item Details: | |
| License: |
http://creativecommons.org/licenses/by-nc-nd/3.0/gr |
| Spatial Coverage: |
Without spatial coverage |
| Temporal Coverage: |
Without time coverage |
| Handle | http://hdl.handle.net/11419/459 |
| Bibliographic Reference: | Georgiou, D., Antoniou, E., & Chatzimichailidis, A. (2015). Combinatorics [Chapter]. In Georgiou, D., Antoniou, E., & Chatzimichailidis, A. 2015. Discrete Mathematical Structures in Computer Science [Undergraduate textbook]. Kallipos, Open Academic Editions. https://hdl.handle.net/11419/459 |
| Language: |
Greek |
| Is Part of: |
Discrete Mathematical Structures in Computer Science |
| Technical Requirement: |
mkv codec is required and Windows Vista operating system (or newest) as well. |
| Number of pages |
19 |
| Typical Learning Time: |
PT06H00M00S |
| Version: |
1st edition |
| Publication Origin: |
Kallipos, Open Academic Editions |