Title 



Mathematical results on Randić's Hindex and Hsequence
 
Author 


  
Abstract 



Mathematical formulae for Randić's Hsequence and Hindex in a Lotkaian framework are presented. We also present a variant of Randić's Hindex. We prove that the following assertions are equivalent: given two persons with the same Hirsch hindex: the Randić Hindex H1 of the first person is larger than H2, that of the second person, if and only if the Hsequence of the first person dominates that of the second person. These properties are equivalent with α1 < α2 (where αi ( i = 1,2) are the Lotka exponents of the two persons) and also equivalent with μ1 > μ2 (where μi ( i = 1,2) is the average number of citations per article of the two persons).   
Language 



English
 
Source (journal) 



Research evaluation.  Guildford  
Publication 



Guildford : 2010
 
ISSN 



09582029
 
Volume/pages 



19:3(2010), p. 203207
 
ISI 



000281472600006
 
Full text (Publisher's DOI) 


  
