Trailing-Edge
-
PDP-10 Archives
-
decus_20tap2_198111
-
decus/20-0026/chisq.doc
There are 2 other files named chisq.doc in the archive. Click here to see a list.
SUBROUTINE CHISQ
PURPOSE
COMPUTE CHI-SQUARE FROM A CONTINGENCY TABLE
USAGE
CALL CHISQ(A,N,M,CS,NDF,IERR,TR,TC)
DESCRIPTION OF PARAMETERS
A - INPUT MATRIX, N BY M, CONTAINING CONTINGENCY TABLE
N - NUMBER OF ROWS IN A
M - NUMBER OF COLUMNS IN A
CS - CHI-SQUARE (OUTPUT)
NDF - NUMBER OF DEGREES OF FREEDOM (OUTPUT)
IERR - ERROR CODE (OUTPUT)
0 - NORMAL CASE
1 - EXPECTED VALUE IS LESS THAN 1.0 IN ONE OR
MORE CELLS
3 - NUMBER OF DEGREES OF FREEDOM IS ZERO
TR - WORK VECTOR OF LENGTH N
TC - WORK VECTOR OF LENGTH M
REMARKS
IF ONE OR MORE CELLS CONTAIN AN EXPECTED VALUE (I.E.,
THEORETICAL VALUE) LESS THAN 1.0, CHI-SQUARE WILL BE
COMPUTED, BUT ERROR CODE WILL BE SET TO 1.
SEE REFERENCE GIVEN BELOW.
CHI-SQUARE IS SET TO ZERO IF EITHER N OR M IS ONE (ERROR
CODE 3).
SUBROUTINES AND FUNCTION SUBPROGRAMS REQUIRED
NONE
METHOD
DESCRIBED IN S. SIEGEL, 'NONPARAMETRIC STATISTICS FOR THE
BEHAVIORAL SCIENCES', MCGRAW-HILL, NEW YORK, 1956,
CHAPTER 6 AND CHAPTER 8.