Komplexe Zahlen eignen sich in herausragender Weise zur Algebraisierung von Problemen der ebenen Geometrie. Das Buch verbindet Algebra, Zahlentheorie und Geometrie unter Einbeziehung mathematikhistorischer Aspekte. Komplexe Zahlen erweisen sich nicht nur als geeignetes Mittel zum L�sen von Gleichungen in der Mathematik und zum Mathematisieren von Problemen aus Physik und Technik. Als Vektoren in der Ebene wie auch als Drehstreckung dienen sie ebenso der Veranschaulichung geometrischer Objekte. Dieses Buch f�hrt in die Arithmetik komplexer Zahlen ein, und behandelt ihre Rolle sowohl beim L�sen von Gleichungen wie auch in der Geometrie der Ebene. Dabei werden ebenfalls Bez�ge zur historischen Entwicklung zentraler mathematischer Resultate thematisiert. �bungsaufgaben mit L�sungen zu jedem Kapitel sowie ein Anhang zum Rechnen mit komplexen Zahlen und konformen Abbildungen in MAPLE komplettieren das Lehrbuch.

About the Author

Joachim Engel, P�dagogische Hochschule Ludwigsburg.

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