Sorting Problem - Revision history

Aitzaz at 22:44, 3 August 2026

2026-08-03T22:44:05Z

← Older revision		Revision as of 18:44, 3 August 2026
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	'''Input:''' A sequence of $n$ numbers $<a_1,a_2,a_3 \cdots a_n>$		'''Input:''' A sequence of $n$ numbers $<a_1,a_2,a_3 \cdots a_n>$

	'''Output:''' A permutated reordering $<a_1^`, a_2^`,a_3^` \cdots a_n^`>$ so that $<a_1^` \geq a_2^` \geq a_3^` \cdots \geq a_n^`>$ or $<a_1^` \leq a_2^` \leq a_3^` \cdots \leq a_n^`>$		'''Output:''' A permutated reordering $<a_1^`, a_2^`,a_3^` \cdots a_n^`>$ so that $<a_1^` \geq a_2^` \geq a_3^` \cdots \geq a_n^`>$ or $<a_1^` \leq a_2^` \leq a_3^` \cdots \leq a_n^`>$ <ref>Cormen, Thomas H.; Leiserson, Charles E.; Rivest, Ronald L.; Stein, Clifford (2009). Introduction to Algorithms (3rd ed.). Cambridge, MA: The MIT Press. ISBN 978-0-262-03384-8.</ref>

			== References ==
			<references />

Aitzaz at 22:40, 3 August 2026

2026-08-03T22:40:30Z

← Older revision		Revision as of 18:40, 3 August 2026
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	'''Input:''' A sequence of $n$ numbers $<a_1,a_2,a_3 \cdots a_n>$		'''Input:''' A sequence of $n$ numbers $<a_1,a_2,a_3 \cdots a_n>$

	'''Output:''' A permutated reordering $<a_1^`, a_2^`,a_3^` \cdots a_n^`>$ so that $<a_1^` \geq a_2^` \~~geqa_3~~^` \cdots \geq a_n^`>$ or $<a_1^` \leq a_2^` \leq a_3^` \cdots \leq a_n^`>$		'''Output:''' A permutated reordering $<a_1^`, a_2^`,a_3^` \cdots a_n^`>$ so that $<a_1^` \geq a_2^` \geq a_3^` \cdots \geq a_n^`>$ or $<a_1^` \leq a_2^` \leq a_3^` \cdots \leq a_n^`>$

Aitzaz: Initial text on sorting problem.

2026-08-03T22:39:56Z

Initial text on sorting problem.

New page

{{Stub}}The '''sorting problem''' is aimed at taking a numerically unordered list of sequence, and reordering this sequence into an ascended or descended sequence of order.

'''Input:''' A sequence of $n$ numbers $<a_1,a_2,a_3 \cdots a_n>$

'''Output:''' A permutated reordering $<a_1^`, a_2^`,a_3^` \cdots a_n^`>$ so that $<a_1^` \geq a_2^` \geqa_3^` \cdots \geq a_n^`>$ or $<a_1^` \leq a_2^` \leq a_3^` \cdots \leq a_n^`>$