*-- Author : S.Burke / J.V. Morris
SUBROUTINE FKCVPT(LUN,S,C,IERR)
**********************************************************************
* *
* Print out a state vector and covariance matrix; off-diagonal *
* elements printed as correlations *
* *
* IERR = 1 if the matrix is not positive definite, and a message *
* is also printed, but this is NOT a full test for positive *
* definiteness. *
* *
**********************************************************************
IMPLICIT DOUBLE PRECISION (A-H,O-Z)
DIMENSION S(5),C(5,5),CTEMP(5,5)
**********************************************************************
IERR = 0
CALL FKCOPY(C,CTEMP)
DO 200 I=1,4
DO 100 J=I+1,5
VARIJ = CTEMP(I,I)*CTEMP(J,J)
IF (VARIJ.LE.0) THEN
IERR = 1
CTEMP(J,I) = 0.D0
ELSE
CTEMP(J,I) = CTEMP(J,I)/DSQRT(VARIJ)
IF (DABS(CTEMP(J,I)).GT.1.D0) IERR = 1
ENDIF
100 CONTINUE
200 CONTINUE
CALL FKFILL(CTEMP)
WRITE(LUN,1000) S
1000 FORMAT(/' ',5(D10.3,4X))
WRITE(LUN,2000) CTEMP
2000 FORMAT(/5(' ',5(D10.3,4X)/)/)
IF (IERR.EQ.1) THEN
WRITE(LUN,*)
WRITE(LUN,*) '*** This matrix is not positive definite ***'
WRITE(LUN,*)
ENDIF
RETURN
END
*