Title
A general theory of minimal increments for Hirsch-type indices and applications to the mathematical characterization of Kosmulski-indices A general theory of minimal increments for Hirsch-type indices and applications to the mathematical characterization of Kosmulski-indices
Author
Faculty/Department
Faculty of Social Sciences. Instructional and Educational Sciences
Publication type
article
Publication
Kuala Lumpur :University of Malaya, Faculty of Computer Science and Information Technology ,
Subject
Documentation and information
Source (journal)
Malaysian journal of library & information science / Universiti Malaya. Fakulti Sains Komputer dan Teknologi Maklumat; Universiti Malaya. Masters of Library and Information Science Program. - Kuala Lumpur, 1996, currens
Volume/pages
19(2014) :3 , p. 41-49
ISSN
1394-6234
ISI
000350037200004
Carrier
E
Target language
English (eng)
Affiliation
University of Antwerp
Abstract
For a general function f (n) (n = 1,2,...), defining general Hirsch-type indices, we can characterize the first increment I-1 (n) = (n + 1) f (n + 1) - nf(n) as well as the second increment I-2 (n) = I-1 (n + 1) - I-1 (n + 1). An application is given by presenting mathematical characterizations of Kosmulski-indices.
Full text (open access)
https://repository.uantwerpen.be/docman/irua/f4ff0d/9900.pdf
E-info
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