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- *DECK IPPERM
- SUBROUTINE IPPERM (IX, N, IPERM, IER)
- C***BEGIN PROLOGUE IPPERM
- C***PURPOSE Rearrange a given array according to a prescribed
- C permutation vector.
- C***LIBRARY SLATEC
- C***CATEGORY N8
- C***TYPE INTEGER (SPPERM-S, DPPERM-D, IPPERM-I, HPPERM-H)
- C***KEYWORDS APPLICATION OF PERMUTATION TO DATA VECTOR
- C***AUTHOR McClain, M. A., (NIST)
- C Rhoads, G. S., (NBS)
- C***DESCRIPTION
- C
- C IPPERM rearranges the data vector IX according to the
- C permutation IPERM: IX(I) <--- IX(IPERM(I)). IPERM could come
- C from one of the sorting routines IPSORT, SPSORT, DPSORT or
- C HPSORT.
- C
- C Description of Parameters
- C IX - input/output -- integer array of values to be rearranged.
- C N - input -- number of values in integer array IX.
- C IPERM - input -- permutation vector.
- C IER - output -- error indicator:
- C = 0 if no error,
- C = 1 if N is zero or negative,
- C = 2 if IPERM is not a valid permutation.
- C
- C***REFERENCES (NONE)
- C***ROUTINES CALLED XERMSG
- C***REVISION HISTORY (YYMMDD)
- C 900618 DATE WRITTEN
- C 920507 Modified by M. McClain to revise prologue text.
- C***END PROLOGUE IPPERM
- INTEGER IX(*), N, IPERM(*), I, IER, INDX, INDX0, ITEMP, ISTRT
- C***FIRST EXECUTABLE STATEMENT IPPERM
- IER=0
- IF(N.LT.1)THEN
- IER=1
- CALL XERMSG ('SLATEC', 'IPPERM',
- + 'The number of values to be rearranged, N, is not positive.',
- + IER, 1)
- RETURN
- ENDIF
- C
- C CHECK WHETHER IPERM IS A VALID PERMUTATION
- C
- DO 100 I=1,N
- INDX=ABS(IPERM(I))
- IF((INDX.GE.1).AND.(INDX.LE.N))THEN
- IF(IPERM(INDX).GT.0)THEN
- IPERM(INDX)=-IPERM(INDX)
- GOTO 100
- ENDIF
- ENDIF
- IER=2
- CALL XERMSG ('SLATEC', 'IPPERM',
- + 'The permutation vector, IPERM, is not valid.', IER, 1)
- RETURN
- 100 CONTINUE
- C
- C REARRANGE THE VALUES OF IX
- C
- C USE THE IPERM VECTOR AS A FLAG.
- C IF IPERM(I) > 0, THEN THE I-TH VALUE IS IN CORRECT LOCATION
- C
- DO 330 ISTRT = 1 , N
- IF (IPERM(ISTRT) .GT. 0) GOTO 330
- INDX = ISTRT
- INDX0 = INDX
- ITEMP = IX(ISTRT)
- 320 CONTINUE
- IF (IPERM(INDX) .GE. 0) GOTO 325
- IX(INDX) = IX(-IPERM(INDX))
- INDX0 = INDX
- IPERM(INDX) = -IPERM(INDX)
- INDX = IPERM(INDX)
- GOTO 320
- 325 CONTINUE
- IX(INDX0) = ITEMP
- 330 CONTINUE
- C
- RETURN
- END
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