In this study, a new polynomial rank transmutation is proposed with the help of the bivariate FarlieGumbel Morgenstern distribution family. The distribution family obtained in this transmutation is considered to be an alternative to the distribution families obtained by quadratic rank transformation. Various properties of the introduced family are studied. Two realdata examples is considered to illustrate this contribution.
Konular  

Dergi Bölümü  Statistics 
Yazarlar 

Bibtex  @ { gujs323926,
journal = {Gazi University Journal of Science},
issn = {},
eissn = {21471762},
address = {Gazi Üniversitesi},
year = {},
volume = {31},
pages = {282  294},
doi = {},
title = {A New Distribution Family Constructed by Polynomial Rank Transmutation},
key = {cite},
author = {YILMAZ, Mehmet}
} 
APA  YILMAZ, M . (). A New Distribution Family Constructed by Polynomial Rank Transmutation. Gazi University Journal of Science, 31 (1), 282294. Retrieved from http://dergipark.gov.tr/gujs/issue/35772/323926 
MLA  YILMAZ, M . "A New Distribution Family Constructed by Polynomial Rank Transmutation". Gazi University Journal of Science 31 (): 282294 <http://dergipark.gov.tr/gujs/issue/35772/323926> 
Chicago  YILMAZ, M . "A New Distribution Family Constructed by Polynomial Rank Transmutation". Gazi University Journal of Science 31 (): 282294 
RIS  TY  JOUR T1  A New Distribution Family Constructed by Polynomial Rank Transmutation AU  Mehmet YILMAZ Y1  2018 PY  2018 N1  DO  T2  Gazi University Journal of Science JF  Journal JO  JOR SP  282 EP  294 VL  31 IS  1 SN  21471762 M3  UR  Y2  2018 ER  
EndNote  %0 Gazi University Journal of Science A New Distribution Family Constructed by Polynomial Rank Transmutation %A Mehmet YILMAZ %T A New Distribution Family Constructed by Polynomial Rank Transmutation %D 2018 %J Gazi University Journal of Science %P 21471762 %V 31 %N 1 %R %U 