top banner top banner
index
RegularArticles
ReplicationStudies
SpecialIssues
Vignettes
EditorialBoard
Instructions4Authors
JournalGuidelines
Messages
Submission
Search publications
Les lois Gamma restreintes, leurs variantes, leurs moments et quelques bribes de leurs distributions Time-constrained Gamma variables, their variants, moments and distribution

Full text PDF
Bibliographic information: BibTEX format RIS format XML format APA style
Cited references information: BibTEX format APA style
Doi: 10.20982/tqmp.12.2.p123

Laurencelle, Louis
123-130
Keywords: Constrained Gamma distributions , Cumulative triggering function
(no sample data)   (no appendix)

The Gamma (or Erlang) variable with integer parameter $k$ can be seen as a global duration obtained through summing $k$ successive individual delays, each one following a standard exponential distribution. What does happen to the Gamma variable if an upper bound is placed either on the individual delays or on their combined duration while the summing of delays continues until the chosen criterion is met? We devised and studied seven likely variants of the constrained Gamma variable, for some of which statistical moments and probability distribution are furnished.

Pages © TQMP;
Website last modified: 2024-11-30.
Template last modified: 2022-03-04 18h27.
Page consulted on .
Be informed of the upcoming issues with RSS feed: RSS icon RSS