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Contribution to Book
Ranking of Circular Permutations
Circular to Linear Equivalence of Permutations (2014)
  • Harish Chandra Rajpoot, HCR
Abstract
Circular to Linear Equivalence shows that a circular permutation is equivalent to a linear permutation when leading element is singleton/non repetitive & the rank of such a circular permutation in which the first or leading element is non-repetitive is easily computed by using HCR's Rank Formula applied on any linear permutation. Thus the rank of a circular permutation having repetitive or non-repetitive or both the elements is found out by calculating the rank of equivalent linear permutation. In such cases, HCR's Rank Formula can be easily applied on circular permutations having singleton/non repetitive leading element
Keywords
  • Rank of Circular Permutations
Publication Date
Winter October 18, 2014
Publisher Statement
Outstanding
Citation Information
Harish Chandra Rajpoot None. "Ranking of Circular Permutations" Circular to Linear Equivalence of Permutations (2014)
Available at: http://works.bepress.com/harishchandrarajpoot_hcrajpoot/6/