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Zusammenfassung Algorithmen und Berechnungskomplexität1-Präsenzzettel1-Algo1 $3.21
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Zusammenfassung Algorithmen und Berechnungskomplexität1-Präsenzzettel1-Algo1

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Dieses Dokument enthält die Lösungen zum 1. Präsenzblatt des Moduls Algorithmen und Berechnungskomplexität 1 sowie zusätzliche Mitschriften zur besseren Verständlichkeit.

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  • December 18, 2024
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  • 2024/2025
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Algorithmen und Berechnungshomplexität7 Präsenzblatt I

Aufgabe
Gegeben : Ein unsortiertes Array 8 ,1, 5, 3 , 4 , 9 6 5 , 8
, ,




Um das
Array mithilfe von MergeSort zu sortieren ,




Array zusachst lange geteilt
wird das
gegebene so ,



bis die einzelnen Teilarrays eine
Lange von 1 haben ,




Anschließend werden diese Teilarrays rekursiv in

sortierter Reihenfolge wieder zusammengeführt .

Formel verwendet,
Dabei wird die
folgen de
um die Mitte eines Arrays zu berechnen, me tr
Hierbei ist I der Start- und r der Endindex des aktuell betrachteten Teilarrays ,

, 815349658
Index : 0 12345678




Beispiel :
815349658
m = 0+
4
-0 = 2



815349658


815349658

81


18



158346958


134585689


134556889

Das sortierte Array lautet 1 , 3 , 4 , 5 , 5 6 8 8 , 9 , , .

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