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Exploring Abstract Algebra With Mathematica®
Overview of attention for book
Table of Contents
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Book Overview
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Chapter 1
Using Symmetry to Uncover a Group
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Chapter 2
Determining the Symmetry Group of a Given Figure
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Chapter 3
Is This a Group?
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Chapter 4
Let’s Get These Orders Straight
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Chapter 5
Subversively Grouping Our Elements
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Chapter 6
Cycling Through the Groups
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Chapter 7
Permutations
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Chapter 8
Isomorphisms
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Chapter 9
Automorphisms
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Chapter 10
Direct Products
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Chapter 11
Cosets
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Chapter 12
Normality and Factor Groups
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Chapter 13
Group Homomorphisms
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Chapter 14
Rotational Groups of Regular Polyhedra
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Chapter 15
Introduction to Rings and Ringoids
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Chapter 16
Introduction to Rings, Part 2
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Chapter 17
An Ideal Part of Rings
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Chapter 18
What Does ℤ[ i ] / < a + b i > Look Like?
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Chapter 19
Ring Homomorphisms
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Chapter 20
Polynomial Rings
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Chapter 21
Factoring and Irreducibility
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Chapter 22
Roots of Unity
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Chapter 23
Cyclotomic Polynomials
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Chapter 24
Quotient Rings of Polynomials
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Chapter 25
Quadratic Field Extensions
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Chapter 26
Factoring in ℤ[√<Emphasis Type="Italic">d</Emphasis>]
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Chapter 27
Finite Fields
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Chapter 28
Introduction to Abstract Algebra
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Chapter 29
Groupoids
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Chapter 30
Ringoids
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Chapter 31
Morphoids
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Chapter 32
Additional Functionality
Overall attention for this book and its chapters
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Mentioned by
syllabi
1
institution with syllabi
Citations
dimensions_citation
4
Dimensions
Book overview
1. Using Symmetry to Uncover a Group
2. Determining the Symmetry Group of a Given Figure
3. Is This a Group?
4. Let’s Get These Orders Straight
5. Subversively Grouping Our Elements
6. Cycling Through the Groups
7. Permutations
8. Isomorphisms
9. Automorphisms
10. Direct Products
11. Cosets
12. Normality and Factor Groups
13. Group Homomorphisms
14. Rotational Groups of Regular Polyhedra
15. Introduction to Rings and Ringoids
16. Introduction to Rings, Part 2
17. An Ideal Part of Rings
18. What Does ℤ[ i ] / < a + b i > Look Like?
19. Ring Homomorphisms
20. Polynomial Rings
21. Factoring and Irreducibility
22. Roots of Unity
23. Cyclotomic Polynomials
24. Quotient Rings of Polynomials
25. Quadratic Field Extensions
26. Factoring in ℤ[√<Emphasis Type="Italic">d</Emphasis>]
27. Finite Fields
28. Introduction to Abstract Algebra
29. Groupoids
30. Ringoids
31. Morphoids
32. Additional Functionality
Summary
Syllabi
Dimensions citations
This data is correct as of December 2015 - for more up to date information, please visit
https://opensyllabus.org/
So far, Altmetric has seen this research output assigned in
1
syllabus from an institution on Open Syllabus Project.
Institution
Syllabi count
Course subject areas covered
Central College
1
Unknown