A Test of Multivariate Normality Oriented for Testing Elliptical Symmetry

Cheol Yong Pa ,  k

한국데이터정보과학회지

2006 .03

The Rao-Robson Chi-Squared Test for Multivariate Structure

Cheol Yong Pa ,  k

한국데이터정보과학회지

2003 .12

A Test for Multivariate Normality Focused on Elliptical Symmetry Using Mahalanobis Distances

Cheol Yong Pa ,  k

한국데이터정보과학회지

2006 .12

A Note on the Simple Chi-Squared Test of Multivariate Normality

Cheol Yong Pa ,  k

한국데이터정보과학회지

2004 .06

서울의 年降水量 및 夏期降水量의 Normality에 關한 研究

李炳卨

Asia-Pacific Journal of Atmospheric Sciences

1970 .06

ESTIMATION OF THE SECOND ORDER PARAMETER CHARACTERIZING THE TAIL BEHAVIOR OF PROBABILITY DISTRIBUTIONS: ASYMPTOTIC NORMALITY

Yun Seok-Hoon

JKSS(Journal of the Korean Statistical Society)

2006 .01

MOD M NORMALITY OF β-EXPANSIONS

YOUNG-HO AHN

JOURNAL OF THE KOREAN SOCIETY FOR INDUSTRIAL AND APPLIED MATHEMATICS

2005 .12

A Note on the Chi-Square Test for Multivariate Normality Based on the Sample Mahalanobis Distances

Pa ,  k ,  Cheolyong

JKSS(Journal of the Korean Statistical Society)

1999 .01

STATISTICAL CONCEPTS AND TECHNIQUES FOR TESTING DEPARTURES FROM NORMALITY IN THE MATHEMATICS TEACHER PREPARATION

Lee ,  Sang-Gone

호남수학학술지

2007 .01

Comprehensive comparison of normality tests: Empirical study using many di erent types of data

이찬미 ,  박수희 ,  정재식

한국데이터정보과학회지

2016 .10