Modern Higher Algebra: Galois Theory Hardcover
DKK 416
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Modern Higher Algebra: Galois Theory is a valuable resource for students and researchers interested in the theory of Galois and its applications.
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What Stands Out
Produktdetaljer
| Book format | Hardcover |
| Fiction/nonfiction | Non-Fiction |
| Genre | Nonfiction, Textbooks |
| Publication date | April, 2013 |
| Pages | 180 |
| Number in series | 1 |
| Edition | Standard Edition |
| Publisher | Literary Licensing, LLC |
| Original languages | English |
| Language | English |
| Edu focus | Mathematics |
| Educational level | Higher |
| Binding type | Case Binding |
| Assembled product height | 11 in (27.9 cm) |
| Assembled product weight | 1.56 lb (710 grams) |
| Bisac subject heading | Non-Classifiable |
Who Should Buy?
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Mathematics Students
Ideal for advanced undergraduates or graduate students studying algebra or preparing for examinations in higher mathematics.
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Researchers
Beneficial for mathematicians researching Galois Theory or seeking a deeper understanding of algebraic structures and equations.
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Instructors
Useful for professors or teachers looking for comprehensive material to develop their curriculum around Galois Theory.
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Beginners
Not suitable for those with limited math background or beginners unsure about algebraic concepts and terminology.
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Casual Readers
Not recommended for general readers seeking light reading; the text is highly technical and scholarly.
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Non-Mathematicians
May be unsuitable for professionals in unrelated fields who lack foundational knowledge in advanced mathematics.
PRODUKTBESKRIVELSE
Modern Higher Algebra: Galois Theory Hardcover
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DKK 416
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Egenskaber og fordele
- Comprehensive guide to Galois theory by Emil Artin
- Intended for advanced undergraduate and graduate students in mathematics
- Covers fundamental theorem of Galois theory, field extensions, algebraic numbers, solvability of equations by radicals, and theory of finite fields
- Emphasis on historical development of Galois theory and contributions of important mathematicians
- Includes applications of Galois theory to number theory and algebraic geometry
- Well-written, accessible, and provides a thorough introduction to this area of algebraic theory