Quantum redactiones paginae "Algebra abstracta" differant

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[[Fasciculus:Evariste galois.jpg|thumb|[[Evaristus Galois]] principia theoriae catervarum invenit, pars magna algebrae abstractae]]
'''Algebra abstracta,''' sive '''algebra generalis,''' est pars [[mathematica]]e quae de structuris tractat, sicut [[caterva (mathematica)|catervis]] et [[corpus|corporibus]]. [[Mathematicus|Mathematici]] tales structuras recognoverunt cum similia problemata solvere conarentur. Exempli gratia, permutationes vel [[symmetria]]e figurarum (et compositio), [[numerus integer|integri]] (et [[additio]]), [[matrix (mathematica)|matrices]] (et eorum additio) omnes sunt [[copia|copiae]], cum operatione binario [[commutatio|commutativo]]: haec est structura quamquae [[grex Abeliani|gregem AbelianumAbelianus]] nominamusnominatur.
 
Structurae maximi momenti hae sunt:
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== Bibliographia ==
* Artin, Emil. [[1944]]. ''Galois Theory,'' editio altera. South Bend: Indianae: University of Notre Dame Press.
* Behnke, H., F. Bachmann, K. Fladt, H. Kunle, et W. Süss, edd.; anglice convertit S. H. Gould. [[1974]]. ''Fundamentals of Mathematics.'' CambridgeCantabrigiae Massachusettae: MIT Press, tomus 1: ''Foundations of Mathematics: The Real Number System and Algebra.''
* Gowers, Timothy, June Barrow-Green, Imre Leader, edd. [[2008]]. ''The Princeton Companion to Mathematics.'' PrincetonPrincetoniae: Princeton University Press.
* Judson, Thomas W. [[1997]]. ''Abstract Algebra: Theory and Applications.'' http://abstract.ups.edu.
* Livio, M. [[2005]]. ''The Equation That Couldn't Be Solved: How Mathematical Genius Discovered the Language of Symmetry.'' Novi Eboraci: Simon & Schuster.
* Scott, W. R. ([[1964]]) [[1987]]. ''Group Theory.'' Novi Eboraci: Dover.
 
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*[[Biquaternium]]
 
== Nexus externi ==
* [https://mathworld.wolfram.com/topics/Algebra.html Algebra] apud Wolfram MathWorld.
* [https://www.maths-et-tiques.fr/index.php/histoire-des-maths/nombres/histoire-de-l-algebre Historia algebrae] apud Maths-et-tiques.
 
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[[Categoria:Algebra abstracta| ]]
{{Myrias|Mathematica}}