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#if HAVE_CONFIG_H
# include "config.fh"
#endif
C
C Test the minval, minloc, maxval, maxloc, and enum functions in GA.
C
program main
implicit none
#include "mafdecls.fh"
#include "global.fh"
integer heap, stack, fudge, ma_heap, me, nproc
logical status
parameter (heap=100*100*4, fudge=100, stack=100*100)
c
c*** Intitialize a message passing library
c
#include "mp3.fh"
c
c*** Initialize GA
c
c There are 2 choices: ga_initialize or ga_initialize_ltd.
c In the first case, there is no explicit limit on memory usage.
c In the second, user can set limit (per processor) in bytes.
c
call ga_initialize()
nproc = ga_nnodes()
me = ga_nodeid()
c we can also use GA_set_memory_limit BEFORE first ga_create call
c
if(ga_nodeid().eq.0)then
print *,' GA initialized '
call ffflush(6)
endif
c
c*** Initialize the MA package
c MA must be initialized before any global array is allocated
c
status = ma_init(MT_DCPL, stack, heap)
if (.not. status) call ga_error('ma_init failed',-1)
c
if(me.eq.0)then
print *, 'using ', nproc, ' process(es)'
call ffflush(6)
endif
c
call test_nga_bin()
c if(me.eq.0) call ga_print_stats()
c
c*** Tidy up the GA package
c
call ga_terminate()
c
c*** Tidy up after message-passing library
c
call MP_FINALIZE()
c
end
logical function ga_create_bin(nelem, type, name, g_off, g_bin)
implicit none
#include "mafdecls.fh"
#include "global.fh"
#include "testutil.fh"
integer nelem, type, g_off, g_bin
character*1 name
c
integer lo,hi, map(100),i,me,nproc
c
nproc = ga_nnodes()
me = ga_nodeid()
c
do i = 1,nproc
map(i) = 0
enddo
c
c call ga_print_distribution(g_off)
call nga_distribution(g_off,me,lo,hi)
call ga_sync()
c
call nga_get(g_off,lo,lo,map(me+1),1)
if(me.gt.0. and. map(me+1).eq.0)then
print *,'my lo/hi in offset array',lo,hi,map(me+1)
call ga_error('got 0',0)
endif
map(me+1) = map(me+1)+1
call ga_igop(1,map,nproc,'+')
c
ga_create_bin=nga_create_irreg(type,1,nelem,name,map,nproc,g_bin)
end
subroutine test_nga_bin()
implicit none
#include "mafdecls.fh"
#include "global.fh"
#include "testutil.fh"
C
integer g_ielm1, g_result1 ! handles to global arrays
integer g_ibin, g_ibincnt, g_ibinoff ! handles to global arrays
integer g_ibinga, g_idiff ! handles to global arrays
integer g_ielm2, g_sbit2, g_src2, g_sink2, g_result2 ! handles to global arrays
integer g_irowmat, g_icolmat ! handles to global arrays
integer g_velm4, g_velm5 ! handles to global arrays
C
integer ilo, ihi, num
integer ilo4, ihi4, num4
integer i, it, count
integer imax_bin, imin_bin
integer iboff1, iboff2
integer me, nproc ! my processor & number of procs
integer ndim,dims(1),chunck(1)
C
integer nelements_max, nen_max
parameter (nelements_max=1000, nen_max=4)
integer ipack(nelements_max),
* jpack(nelements_max),
* kpack(nelements_max),
* ielm1(nelements_max),
* ielm2(nelements_max),
* iarray(nelements_max),
* ielm4(nen_max*nelements_max)
double precision velm4(nen_max*nelements_max),
* velm5(nen_max*nelements_max)
C
integer nbins_max
parameter (nbins_max=1000)
integer ibincnt(nbins_max), ibinoff(nbins_max)
c
integer ilocmax, ilocmin
integer ilocmax_ga, ilocmin_ga
integer imax_ga, imin_ga
C
integer nelements, nen
integer isum, icount, jcount, itoff
double precision result
integer i1, i2, ibin
logical ga_create_bin
C
C
c
c*** check parallel environment
me = ga_nodeid()
nproc = ga_nnodes()
c
nelements=80
nen=4
c
c*** create a global 1-D array
ndim=1
dims(1)=nen*nelements
chunck(1)=min(1,dims(1)/nproc)
if (.not. nga_create(MT_INT, ndim, dims, 'ielm1', chunck,
$ g_ielm1))
$ call ga_error(' ga_create failed ',0)
if (.not. nga_create(MT_INT, ndim, dims, 'result1', chunck,
$ g_result1))
$ call ga_error(' ga_create failed ',0)
if (.not. nga_create(MT_INT, ndim, dims, 'sbit2', chunck,
$ g_sbit2))
$ call ga_error(' ga_create failed ',0)
if (.not. nga_create(MT_INT, ndim, dims, 'src2', chunck,
$ g_src2))
$ call ga_error(' ga_create failed ',0)
if (.not. nga_create(MT_INT, ndim, dims, 'sink2', chunck,
$ g_sink2))
$ call ga_error(' ga_create failed ',0)
if (.not. nga_create(MT_INT, ndim, dims, 'result2', chunck,
$ g_result2))
$ call ga_error(' ga_create failed ',0)
if (.not. nga_create(MT_INT, ndim, dims, 'irowmat', chunck,
$ g_irowmat))
$ call ga_error(' ga_create failed ',0)
if (.not. nga_create(MT_INT, ndim, dims, 'icolmat', chunck,
$ g_icolmat))
$ call ga_error(' ga_create failed ',0)
C
if (.not. nga_create(MT_DBL, ndim, dims, 'velm4', chunck,
$ g_velm4))
$ call ga_error(' ga_create failed ',0)
if (.not. nga_create(MT_DBL, ndim, dims, 'velm5', chunck,
$ g_velm5))
$ call ga_error(' ga_create failed ',0)
C
c
c Enumerate the sbit arrary to get a sequential vector.
call ga_fill(g_ielm1,0)
call ga_patch_enum(g_ielm1,1,nen*nelements,1,1)
C *** ielm1: 1 2 3 4 5 ... nelements ... 0 0 0 0 0
c
c*** compute local ilo, ihi, num for each processor
call nga_distribution(g_ielm1,me,ilo,ihi,chunck)
num=ihi-ilo+1
if(ihi.le.0) num=0
if(ihi.gt.nen*nelements) then
ihi=nelements
num=max(0,ihi-ilo+1)
endif
C*****print *,"Random: ",ilo,ihi,ndim,dims(1)
if(num.gt.nelements_max) then
print *,"Too many elements "
goto 9999
endif
C*****print *, 'me=',me, num,ilo,ihi
c
itoff=nen*nelements
do i=ilo,ihi
c print *, 'rand=',10.0*drand(0),
c * nint(10.0*drand(0)), drand(0),drand(0)
ielm1(i-ilo+1)=max(1,min(nbins_max,1+nint(20.0*drand(0))))
enddo
call ssortii(ielm1,ielm1,num,1)
if(num.gt.0) call nga_put(g_ielm1,ilo,ihi,ielm1,1)
c
if(num.gt.0) call nga_get(g_ielm1,ilo,ihi,ielm1,1)
C*****print *,"ielm1: ",me,(ielm1(i-ilo+1),i=ilo,ihi)
call ga_sync()
C*****call ga_print(g_ielm1)
c
call nga_select_elem(g_ielm1,'max',imax_bin,ilocmax_ga)
call nga_select_elem(g_ielm1,'min',imin_bin,ilocmin_ga)
C
ndim=1
dims(1)=imax_bin
chunck(1)=min(1,dims(1)/nproc)
if (.not. nga_create(MT_INT, ndim, dims, 'ibincnt', chunck,
$ g_ibincnt))
$ call ga_error(' ga_create failed ',0)
if (.not. nga_create(MT_INT, ndim, dims, 'ibinoff', chunck,
$ g_ibinoff))
$ call ga_error(' ga_create failed ',0)
ndim=1
dims(1)=nen*nelements
chunck(1)=min(1,dims(1)/nproc)
if (.not. nga_create(MT_INT, ndim, dims, 'ibin', chunck,
$ g_ibin))
$ call ga_error(' ga_create failed ',0)
c
ndim=1
dims(1)=nen*nelements
chunck(1)=min(1,dims(1)/nproc)
if (.not. nga_create(MT_INT, ndim, dims, 'idiff', chunck,
$ g_idiff))
$ call ga_error(' ga_create failed ',0)
c
iboff1=1
iboff2=0
call ga_fill(g_src2,0)
call ga_patch_enum(g_src2,1,itoff,1,1)
if(num.gt.0) call nga_get(g_src2,ilo,ihi,ielm2,1)
do ibin=imin_bin,imax_bin
icount=0
do i=ilo,ihi
if(ielm1(i-ilo+1).eq.ibin) then
icount=icount+1
ipack(i-ilo+1)=1
else
ipack(i-ilo+1)=0
endif
enddo
if(num.gt.0) then
call nga_put(g_sbit2,ilo,ihi,ipack,1)
endif
if(icount.gt.0) then
jcount=0
do i=ilo,ihi
if(ipack(i-ilo+1).eq.1) then
jcount=jcount+1
jpack(jcount)=i
endif
enddo
icount=0
call ga_fill(g_sink2,0)
call ga_pack(g_src2, g_sink2,g_sbit2,1,itoff,icount)
iboff2=iboff1+icount-1
if(me.eq.0) print *,"Pack bin: ",ibin," count ",icount,
* iboff1,iboff2
call nga_copy_patch('n',g_sink2,1,icount,
* g_ibin,iboff1,iboff2)
iboff1=iboff1+icount
endif
ibincnt(ibin)=icount
call ga_sync()
enddo
if(me.eq.0) then
call nga_put(g_ibincnt,1,imax_bin,ibincnt,1)
icount=0
do i=1,imax_bin
ibinoff(i)=icount
icount=icount+ibincnt(i)
print *, 'bin off',i, ibinoff(i)
enddo
call nga_put(g_ibinoff,1,imax_bin,ibinoff,1)
endif
C
C*****call ga_print(g_ibin)
C
#if 1
if(.not.ga_create_bin(nen*nelements,MT_INT,'ibin',g_ibinoff,
$ g_ibinga))
$ call ga_error(' ga_create failed ',0)
#else
ndim=1
dims(1)=nen*nelements
chunck(1)=min(1,dims(1)/nproc)
if (.not. nga_create(MT_INT, ndim, dims, 'ibinga', chunck,
$ g_ibinga))
$ call ga_error(' ga_create failed ',0)
#endif
c
c call ga_print_distribution(g_ibinga)
c call ga_print_distribution(g_ibincnt)
c call ga_print(g_ibinoff)
call GA_bin_index(g_ibinga,g_ibincnt,g_ibinoff,ielm2,ielm1,num,1)
* call ga_fill(g_ibinga,0)
* call ga_copy(g_ibin,g_ibinga)
C
c call ga_print(g_ibinga)
c call ga_print(g_ibincnt)
if(num.gt.0) call nga_get(g_ibin ,ilo,ihi,ielm1,1)
if(num.gt.0) call nga_get(g_ibinga,ilo,ihi,ielm2,1)
isum=0
do i=1,num
if(ielm1(i).ne.ielm2(i)) then
isum=isum+1
endif
enddo
call ga_sync()
C
call ga_igop(MT_INT,isum,1,'+')
if(me.eq.0) then
if(isum.ne.0) then
print *,"Binning: failed: ",isum
else
print *,"Binning: successful"
endif
endif
C
call ga_sync()
C
goto 9999
9999 continue
C
C ..................................................................
C
return
end
*dk,ssortii
subroutine ssortii(x,y,n,kflag)
C
C #####################################################################
C
C PURPOSE -
C
C None
C
C INPUT ARGUMENTS -
C
C None
C
C OUTPUT ARGUMENTS -
C
C None
C
C CHANGE HISTORY -
C
C $Log: not supported by cvs2svn $
CPVCS
CPVCS Rev 1.2 08/03/95 13:53:18 dcg
CPVCS replace print * with writloga calls
CPVCS
CPVCS Rev 1.1 04/20/95 11:28:46 ejl
CPVCS Fixed message when number of items is not greater then zero.
CPVCS
CPVCS
CPVCS Rev 1.0 02/14/95 14:39:22 dcg
CPVCS Original version
C
C ######################################################################
C
implicit real*8 (a-h,o-z)
C***BEGIN PROLOGUE SSORT
C***DATE WRITTEN 761101 (YYMMDD)
C***REVISION DATE 861211 (YYMMDD)
C***CATEGORY NO. N6A2B1
C***KEYWORDS LIBRARY=SLATEC,
C TYPE=SINGLE PRECISION(SSORT-S DSORT-D ISORT-I),QUICKSORT,
C SINGLETON QUICKSORT,SORT,SORTING
C***AUTHOR JONES, R. E., (SNLA)
C WISNIEWSKI, J. A., (SNLA)
C***PURPOSE SSORT sorts array X and optionally makes the same
C interchanges in array Y. The array X may be sorted in
C increasing order or decreasing order. A slightly modified
C QUICKSORT algorithm is used.
C***DESCRIPTION
C
C Written by Rondall E. Jones
C Modified by John A. Wisniewski to use the Singleton quicksort
C algorithm. Date 18 November 1976.
C
C Abstract
C SSORT sorts array X and optionally makes the same
C interchanges in array Y. The array X may be sorted in
C increasing order or decreasing order. A slightly modified
C quicksort algorithm is used.
C
C Reference
C Singleton, R. C., Algorithm 347, An Efficient Algorithm for
C Sorting with Minimal Storage, CACM,12(3),1969,185-7.
C
C Description of Parameters
C X - array of values to be sorted (usually abscissas)
C Y - array to be (optionally) carried along
C N - number of values in array X to be sorted
C KFLAG - control parameter
C =2 means sort X in increasing order and carry Y along.
C =1 means sort X in increasing order (ignoring Y)
C =-1 means sort X in decreasing order (ignoring Y)
C =-2 means sort X in decreasing order and carry Y along.
C***REFERENCES SINGLETON,R.C., ALGORITHM 347, AN EFFICIENT ALGORITHM
C FOR SORTING WITH MINIMAL STORAGE, CACM,12(3),1969,
C 185-7.
C***ROUTINES CALLED XERROR
C***END PROLOGUE SSORT
integer X(N),Y(N),IL(21),IU(21)
real*4 r
character*80 logmess
integer TY, TTY
C***FIRST EXECUTABLE STATEMENT SSORT
NN = N
IF (NN.LT.0) THEN
write(*,'(a)')
x 'SSORT- THE NUMBER OF VALUES TO BE SORTED IS NEGATIVE'
RETURN
ELSEIF (NN.EQ.0) THEN
write(*,'(a)')
x 'SSORT- THE NUMBER OF VALUES TO BE SORTED IS ZERO'
RETURN
ENDIF
C
KK = IABS(KFLAG)
IF ((KK.EQ.1).OR.(KK.EQ.2)) GO TO 15
write(*,'(a)')
x 'SSORT- THE SORT CONTROL PARAMETER, K, WAS NOT 2, 1, -1, OR -2.'
RETURN
C
C ALTER ARRAY X TO GET DECREASING ORDER IF NEEDED
C
15 IF (KFLAG.GE.1) GO TO 30
DO 20 I=1,NN
20 X(I) = -X(I)
30 GO TO (100,200),KK
C
C SORT X ONLY
C
100 CONTINUE
M=1
I=1
J=NN
R=.375
110 IF (I .EQ. J) GO TO 155
115 IF (R .GT. .5898437) GO TO 120
R=R+3.90625E-2
GO TO 125
120 R=R-.21875
125 K=I
C SELECT A CENTRAL ELEMENT OF THE
C ARRAY AND SAVE IT IN LOCATION T
C*****IJ = I + IFIX (FLOAT (J-I) * sngl(R))
IJ = I + IFIX (FLOAT (J-I) * R)
T=X(IJ)
C IF FIRST ELEMENT OF ARRAY IS GREATER
C THAN T, INTERCHANGE WITH T
IF (X(I) .LE. T) GO TO 130
X(IJ)=X(I)
X(I)=T
T=X(IJ)
130 L=J
C IF LAST ELEMENT OF ARRAY IS LESS THAN
C T, INTERCHANGE WITH T
IF (X(J) .GE. T) GO TO 140
X(IJ)=X(J)
X(J)=T
T=X(IJ)
C IF FIRST ELEMENT OF ARRAY IS GREATER
C THAN T, INTERCHANGE WITH T
IF (X(I) .LE. T) GO TO 140
X(IJ)=X(I)
X(I)=T
T=X(IJ)
GO TO 140
135 TT=X(L)
X(L)=X(K)
X(K)=TT
C FIND AN ELEMENT IN THE SECOND HALF OF
C THE ARRAY WHICH IS SMALLER THAN T
140 L=L-1
IF (X(L) .GT. T) GO TO 140
C FIND AN ELEMENT IN THE FIRST HALF OF
C THE ARRAY WHICH IS GREATER THAN T
145 K=K+1
IF (X(K) .LT. T) GO TO 145
C INTERCHANGE THESE ELEMENTS
IF (K .LE. L) GO TO 135
C SAVE UPPER AND LOWER SUBSCRIPTS OF
C THE ARRAY YET TO BE SORTED
IF (L-I .LE. J-K) GO TO 150
IL(M)=I
IU(M)=L
I=K
M=M+1
GO TO 160
150 IL(M)=K
IU(M)=J
J=L
M=M+1
GO TO 160
C BEGIN AGAIN ON ANOTHER PORTION OF
C THE UNSORTED ARRAY
155 M=M-1
IF (M .EQ. 0) GO TO 300
I=IL(M)
J=IU(M)
160 IF (J-I .GE. 1) GO TO 125
IF (I .EQ. 1) GO TO 110
I=I-1
165 I=I+1
IF (I .EQ. J) GO TO 155
T=X(I+1)
IF (X(I) .LE. T) GO TO 165
K=I
170 X(K+1)=X(K)
K=K-1
IF (T .LT. X(K)) GO TO 170
X(K+1)=T
GO TO 165
C
C SORT X AND CARRY Y ALONG
C
200 CONTINUE
M=1
I=1
J=NN
R=.375
210 IF (I .EQ. J) GO TO 255
215 IF (R .GT. .5898437) GO TO 220
R=R+3.90625E-2
GO TO 225
220 R=R-.21875
225 K=I
C SELECT A CENTRAL ELEMENT OF THE
C ARRAY AND SAVE IT IN LOCATION T
C*****IJ = I + IFIX (FLOAT (J-I) *sngl(R))
IJ = I + IFIX (FLOAT (J-I) * R)
T=X(IJ)
TY= Y(IJ)
C IF FIRST ELEMENT OF ARRAY IS GREATER
C THAN T, INTERCHANGE WITH T
IF (X(I) .LE. T) GO TO 230
X(IJ)=X(I)
X(I)=T
T=X(IJ)
Y(IJ)= Y(I)
Y(I)=TY
TY= Y(IJ)
230 L=J
C IF LAST ELEMENT OF ARRAY IS LESS THAN
C T, INTERCHANGE WITH T
IF (X(J) .GE. T) GO TO 240
X(IJ)=X(J)
X(J)=T
T=X(IJ)
Y(IJ)= Y(J)
Y(J)=TY
TY= Y(IJ)
C IF FIRST ELEMENT OF ARRAY IS GREATER
C THAN T, INTERCHANGE WITH T
IF (X(I) .LE. T) GO TO 240
X(IJ)=X(I)
X(I)=T
T=X(IJ)
Y(IJ)= Y(I)
Y(I)=TY
TY= Y(IJ)
GO TO 240
235 TT=X(L)
X(L)=X(K)
X(K)=TT
TTY= Y(L)
Y(L)= Y(K)
Y(K)=TTY
C FIND AN ELEMENT IN THE SECOND HALF OF
C THE ARRAY WHICH IS SMALLER THAN T
240 L=L-1
IF (X(L) .GT. T) GO TO 240
C FIND AN ELEMENT IN THE FIRST HALF OF
C THE ARRAY WHICH IS GREATER THAN T
245 K=K+1
IF (X(K) .LT. T) GO TO 245
C INTERCHANGE THESE ELEMENTS
IF (K .LE. L) GO TO 235
C SAVE UPPER AND LOWER SUBSCRIPTS OF
C THE ARRAY YET TO BE SORTED
IF (L-I .LE. J-K) GO TO 250
IL(M)=I
IU(M)=L
I=K
M=M+1
GO TO 260
250 IL(M)=K
IU(M)=J
J=L
M=M+1
GO TO 260
C BEGIN AGAIN ON ANOTHER PORTION OF
C THE UNSORTED ARRAY
255 M=M-1
IF (M .EQ. 0) GO TO 300
I=IL(M)
J=IU(M)
260 IF (J-I .GE. 1) GO TO 225
IF (I .EQ. 1) GO TO 210
I=I-1
265 I=I+1
IF (I .EQ. J) GO TO 255
T=X(I+1)
TY= Y(I+1)
IF (X(I) .LE. T) GO TO 265
K=I
270 X(K+1)=X(K)
Y(K+1)= Y(K)
K=K-1
IF (T .LT. X(K)) GO TO 270
X(K+1)=T
Y(K+1)=TY
GO TO 265
C
C CLEAN UP
C
300 IF (KFLAG.GE.1) RETURN
DO I=1,NN
X(I) = -X(I)
END DO
RETURN
END
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