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|
subroutine matqz
c Copyright INRIA
INCLUDE '../stack.h'
c
double precision t,eps
logical fail,macro
integer top0,top2,iadr,sadr,tops
character*(nlgh+1) namef
common/cschur/namef
external fschur,bschur
integer iero
common /ierinv/ iero
c
c fin 1 2 3 4
c gschur gspec ereduc fstair
c
sadr(l)=(l/2)+1
iadr(l)=l+l-1
c
if (ddt .eq. 4) then
write(buf(1:4),'(i4)') fin
call basout(io,wte,' matqz '//buf(1:4))
endif
c
tops=top
eps=stk(leps)
c
if(fin.ge.3) goto 973
err=0
if(fin.eq.1.and.rhs.eq.3) goto 30
c gschur et spectre
c
if(rhs.ne.2) then
call error(39)
return
endif
ile=iadr(lstk(top))
if(istk(ile).ne.1) then
if(fin.eq.1) then
call putfunnam('gschur',top)
else
call putfunnam('gspec',top)
endif
fun=-1
return
endif
if(istk(ile+3).ne.0) then
err=2
call error(52)
return
endif
me=istk(ile+1)
ne=istk(ile+2)
if(me.ne.ne) then
err=2
call error(20)
return
endif
le=sadr(ile+4)
c
top=top-1
il=iadr(lstk(top))
if(istk(il).ne.1) then
if(fin.eq.1) then
call putfunnam('gschur',top)
else
call putfunnam('gspec',top)
endif
fun=-1
top=tops
return
endif
if(istk(il+3).ne.0) then
err=1
call error(52)
return
endif
ma=istk(il+1)
na=istk(il+2)
if(ma.ne.na) then
err=1
call error(20)
return
endif
nn=na*na
la=sadr(il+4)
c
if(na.ne.ne) then
call error(60)
return
endif
c
goto(10,20) fin
10 continue
c gschur
c generalized schur form: transformations q,z not required
c-------------------------------------------------------------------
c Three steps in the reduction of a - s*e:
c 1. qhesz: reduces a to upper hessenberg form and e to upper
c triangular form
c 2. qitz: further reduces a to quasi upper triangular form
c where the 2x2 blocks may correspond to pairs of
c real eigenvalues
c 3. qvalz: further reduces a so that all 2x2 blocks correspond
c to pairs of complex conjugate eigenvalues
if(lhs.ne.2) goto 11
top=top+1
lr=le+nn+2
li=lr+na
lb=li+na+2
err=lb+na-lstk(bot)
if(err.gt.0) then
call error(17)
return
endif
call qhesz(na,na,stk(la),stk(le),.false.,t,.false.,t)
call qitz(na,na,stk(la),stk(le),eps,.false.,t,.false.,t,
x ierr)
if (ierr.gt.2) call msgs(1,ierr)
call qvalz(na,na,stk(la),stk(le),eps,stk(lr),stk(li),
x stk(lb),.false.,t,.false.,t)
return
c
c generalized schur form with transformations q,z
c-------------------------------------------------------------------
11 if(lhs.ne.4) then
call error(41)
return
endif
lq=le+nn+sadr(5)-1
lz=lq+nn+sadr(5)-1
lr=lz+nn+2
li=lr+na
lb=li+na+2
err=lb+na-lstk(bot)
if(err.gt.0) then
call error(17)
return
endif
call qhesz(na,na,stk(la),stk(le),.true.,stk(lq),.true.,stk(lz))
call qitz(na,na,stk(la),stk(le),eps,.true.,stk(lq),.true.,
x stk(lz),ierr)
c
if (ierr.gt.2) call msgs(1,ierr)
c
call qvalz(na,na,stk(la),stk(le),eps,stk(lr),stk(li),
x stk(lb),.true.,stk(lq),.true.,stk(lz))
c affectation de q
top=top+2
il=iadr(lstk(top))
istk(il)=1
istk(il+1)=na
istk(il+2)=na
istk(il+3)=0
lstk(top+1)=sadr(il+4)+nn
c
c affectation de z
top=top+1
il=iadr(lstk(top))
istk(il)=1
istk(il+1)=na
istk(il+2)=na
istk(il+3)=0
lstk(top+1)=sadr(il+4)+nn
return
c
c generalized spectrum
c---------------------------------------------
20 continue
if(na.eq.0) then
top=top+1
if(lhs.eq.3) then
top=top+1
il=iadr(lstk(top))
istk(il)=1
istk(il+1)=0
istk(il+2)=0
istk(il+3)=0
lstk(top+1)=sadr(il+4)
endif
return
endif
if(lhs.eq.3) goto 21
if(lhs.ne.2) then
call error(41)
return
endif
c
lr=le+nn+2
li=lr+na
lb=li+na+2
err=lb+na-lstk(bot)
if(err.gt.0) then
call error(17)
return
endif
call qhesz(na,na,stk(la),stk(le),.false.,t,.false.,t)
call qitz (na,na,stk(la),stk(le),eps,.false.,t,.false.
x ,t,ierr)
c
if (ierr.gt.2) call msgs(1,ierr)
call qvalz(na,na,stk(la),stk(le),eps,stk(lr),stk(li),
x stk(lb),.false.,t,.false.,t)
c affectation des resultats
c numerateur (complexe)
it=1
il=iadr(lstk(top))
istk(il)=1
istk(il+1)=na
istk(il+2)=1
istk(il+3)=it
call unsfdcopy(na*(it+1),stk(lr),1,stk(la),1)
lstk(top+1)=sadr(il+4)+na*(it+1)
c denominateur (reel)
it=0
top=top+1
il=iadr(lstk(top))
l=sadr(il+4)
istk(il)=1
istk(il+1)=na
istk(il+2)=1
istk(il+3)=it
call unsfdcopy(na,stk(lb),1,stk(l),1)
lstk(top+1)=sadr(il+4)+na*(it+1)
return
c
c spectre generalise avec vecteurs propres a droite
c-----------------------------------------------------
21 continue
lr=le+nn+2
li=lr+na
lb=li+na
lz=lb+na
err=lz+nn*2-lstk(bot)
if(err.gt.0) then
call error(17)
return
endif
call qhesz(na,na,stk(la),stk(le),.false.,t,.true.,stk(lz))
call qitz (na,na,stk(la),stk(le),eps,.false.,t,.true.
x ,stk(lz),err)
if(err.ne.0) then
call error(24)
return
endif
call qvalz(na,na,stk(la),stk(le),eps,stk(lr),stk(li),
x stk(lb),.false.,t,.true.,stk(lz))
call qvecz(na,na,stk(la),stk(le),eps,stk(lr),stk(li),
x stk(lb),stk(lz))
c affectation des resultats
c numerateur (complexe)
it=1
il=iadr(lstk(top))
istk(il)=1
istk(il+1)=na
istk(il+2)=1
istk(il+3)=it
call unsfdcopy(na*(it+1),stk(lr),1,stk(la),1)
lstk(top+1)=sadr(il+4)+na*(it+1)
c denominateur (reel)
it=0
top=top+1
il=iadr(lstk(top))
istk(il)=1
l=sadr(il+4)
istk(il+1)=na
istk(il+2)=1
istk(il+3)=it
call unsfdcopy(na,stk(lb),1,stk(l),1)
lstk(top+1)=sadr(il+4)+na*(it+1)
c vecteurs propres generalises (complexes)
it=1
top=top+1
il=iadr(lstk(top))
l=sadr(il+4)
istk(il)=1
istk(il+1)=na
istk(il+2)=na
istk(il+3)=it
kk=1
do 22 k=1,na
lzr=lz+(kk-1)*na
lzr2=lzr+na
lzi=lzr+nn
lzi2=lzi+na
if(abs(stk(li+kk-1)).le.stk(leps)) goto 24
c paire complexe
call unsfdcopy(na,stk(lzr2),1,stk(lzi),1)
do 23 j=1,na
stk(lzi2+j-1)=-stk(lzi+j-1)
23 continue
call unsfdcopy(na,stk(lzr),1,stk(lzr2),1)
kk=kk+2
goto 25
24 continue
c cas reel
call dset(na,0.0d+0,stk(lzi),1)
kk=kk+1
25 continue
if(kk.gt.na) goto 26
22 continue
26 continue
call unsfdcopy(nn*(it+1),stk(lz),1,stk(l),1)
lstk(top+1)=sadr(il+4)+nn*(it+1)
return
c
c stabl : sous espace de deflation stable a droite
c--------------------------------------------------------
30 continue
top0=top+1-rhs
if(rhs.ne.3) then
call error(39)
return
endif
if(lhs.ne.2.and.lhs.ne.4) then
call error(59)
return
endif
ilcd=iadr(lstk(top))
if(istk(ilcd).gt.10) then
macro=.true.
elseif(istk(ilcd).eq.10) then
macro=.false.
if(istk(ilcd+1)*istk(ilcd+2).ne.1) then
err=3
call error(89)
return
endif
nc=istk(ilcd+5)-1
namef=' '
call cvstr(nc,istk(ilcd+6),namef,1)
namef(nc+1:nc+1)=char(0)
call setfschur(namef,irep)
if ( irep.eq.1) then
buf = namef
call error(50)
return
endif
top=top-1
icd=abs(istk(ilcd+6))
else
err=rhs
call error(44)
endif
top2=top
lw=lstk(top+1)
c acquisition de la matrice e
ile=iadr(lstk(top0+1))
if(istk(ile).ne.1.or.istk(ile+3).ne.0) then
if(fin.eq.1) then
call putfunnam('gschur',top0+1)
else
call putfunnam('gspec',top0+1)
endif
fun=-1
top=tops
return
endif
me=istk(ile+1)
ne=istk(ile+2)
if(me.ne.ne) then
err=2
call error(20)
return
endif
le=sadr(ile+4)
c
c acquisition de la matrice a
ila=iadr(lstk(top0))
if(istk(ila).ne.1.or.istk(ila+3).ne.0) then
if(fin.eq.1) then
call putfunnam('gschur',top0)
else
call putfunnam('gspec',top0)
endif
fun=-1
top=tops
return
endif
ma=istk(ila+1)
na=istk(ila+2)
if(ma.ne.na) then
err=1
call error(20)
return
endif
nn=na*na
ita=istk(ila+3)
la=sadr(ila+4)
c
c test de coherence des tailles
if(ma.ne.me) then
call error(60)
return
endif
c
c on implante les tableau resultats et de travail
ilz=iadr(lw)
lz=sadr(ilz+4)
ild=iadr(lz+nn)
ld=sadr(ild+4)
lr=ld+1
li=lr+na
lb=li+na
ilw=iadr(lb+na)
lfree=sadr(ilw+na)
c
c verification de l'existence de l'espace necessaire
err=lfree - lstk(bot)
if(err.gt.0) then
call error(17)
return
endif
c
c appel du programme
call qhesz(na,na,stk(la),stk(le),.false.,t,.true.,stk(lz))
call qitz (na,na,stk(la),stk(le),eps,.false.,t,.true.
x ,stk(lz),ierr)
c
if (ierr.gt.2) call msgs(1,ierr)
call qvalz(na,na,stk(la),stk(le),eps,stk(lr),stk(li),
x stk(lb),.false.,t,.true.,stk(lz))
if(.not.macro) then
call dsubsp(na,na,stk(la),stk(le),stk(lz),fschur
x ,eps,ndim,fail,istk(ilw))
else
c on ferme le tableau de travail...
lstk(top+1)=lfree
c creation d'une variable bidon de type scalaire pour stockage de la
c valeur retournee par l'external
top=top+1
il9=iadr(lstk(top))
istk(il9)=1
istk(il9+1)=3
istk(il9+2)=1
istk(il9+3)=0
lvar=sadr(il9+4)
kvtop=top
lstk(top+1)=lvar+3
c creation d'une structure pour l'external
top=top+1
ilwe=iadr(lstk(top))
istk(ilwe)=1
istk(ilwe+1)=ilwe+2
istk(ilwe+2)=top2
istk(ilwe+3)=kvtop
lstk(top+1)=lstk(top)+3
call dsubsp(na,na,stk(la),stk(le),stk(lz),bschur
x ,eps,ndim,fail,istk(ilw))
if(iero.ne.0) then
err=1
return
endif
endif
if(fail) then
call error(24)
return
endif
top=top0+1
if(lhs.eq.2) then
call unsfdcopy(nn,stk(lz),1,stk(la),1)
stk(le)=ndim
istk(ile+1)=1
istk(ile+2)=1
return
endif
c creation de la variable z
top=top+1
ilz=iadr(lstk(top))
istk(ilz)=1
istk(ilz+1)=na
istk(ilz+2)=na
istk(ilz+3)=0
l=sadr(ilz+4)
if(macro) call unsfdcopy(na*na,stk(lz),1,stk(l),1)
lstk(top+1)=l+nn
c creation de la variable d
top=top+1
ild=iadr(lstk(top))
istk(ild)=1
istk(ild+1)=1
istk(ild+2)=1
istk(ild+3)=0
ld=sadr(ild+4)
stk(ld)=ndim
lstk(top+1)=ld+1
return
973 continue
if (fin .eq.3) then
c
c SCILAB function : ereduc
c --------------------------
lw = lstk(top+1)
l0 = lstk(top+1-rhs)
if (rhs .ne. 2) then
call error(39)
return
endif
if (lhs .gt. 5) then
call error(41)
return
endif
c checking variable e (number 1)
c
il1 = iadr(lstk(top-rhs+1))
if (istk(il1) .ne. 1) then
call putfunnam('ereduc',top-rhs+1)
fun=-1
return
endif
n1 = istk(il1+1)
m1 = istk(il1+2)
l1 = sadr(il1+4)
c checking variable tol (number 2)
c
il2 = iadr(lstk(top-rhs+2))
if (istk(il2) .ne. 1) then
err = 2
call error(53)
return
endif
if (istk(il2+1)*istk(il2+2) .ne. 1) then
err = 2
call error(89)
return
endif
l2 = sadr(il2+4)
c
c cross variable size checking
c
c
c cross formal parameter checking
c not implemented yet
c
c cross equal output variable checking
c not implemented yet
lw4=lw
lw=lw+n1*n1
lw5=lw
lw=lw+m1*m1
lw6=lw
lw=lw+n1
lw7=lw
lw=lw+1
err=lw-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
c
call ereduc(stk(l1),n1,m1,stk(lw4),stk(lw5),stk(lw6),stk(lw7)
$ ,stk(l2))
if (err .gt. 0) return
c
top=top-rhs
lw0=lw
mv=lw0-l0
c
if(lhs .ge. 1) then
c
c output variable: e
c
top=top+1
ilw=iadr(lw)
err=lw+4+n1*m1-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
call icopy(4,istk(il1),1,istk(ilw),1)
lw=sadr(ilw+4)
call unsfdcopy(n1*m1,stk(l1),1,stk(lw),1)
lw=lw+n1*m1
lstk(top+1)=lw-mv
endif
c
if(lhs .ge. 2) then
c
c output variable: q
c
top=top+1
ilw=iadr(lw)
err=lw+4+n1*n1-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
istk(ilw)=1
istk(ilw+1)=n1
istk(ilw+2)=n1
istk(ilw+3)=0
lw=sadr(ilw+4)
call unsfdcopy(n1*n1,stk(lw4),1,stk(lw),1)
lw=lw+n1*n1
lstk(top+1)=lw-mv
endif
c
if(lhs .ge. 3) then
c
c output variable: z
c
top=top+1
ilw=iadr(lw)
err=lw+4+m1*m1-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
istk(ilw)=1
istk(ilw+1)=m1
istk(ilw+2)=m1
istk(ilw+3)=0
lw=sadr(ilw+4)
call unsfdcopy(m1*m1,stk(lw5),1,stk(lw),1)
lw=lw+m1*m1
lstk(top+1)=lw-mv
endif
c
if(lhs .ge. 4) then
c
c output variable: stair
c
top=top+1
ilw=iadr(lw)
err=lw+4+n1-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
istk(ilw)=1
istk(ilw+1)=1
istk(ilw+2)=n1
istk(ilw+3)=0
lw=sadr(ilw+4)
call int2db(n1,stk(lw6),1,stk(lw),1)
lw=lw+n1
lstk(top+1)=lw-mv
endif
c
if(lhs .ge. 5) then
c
c output variable: rk
c
top=top+1
ilw=iadr(lw)
err=lw+5-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
istk(ilw)=1
istk(ilw+1)=1
istk(ilw+2)=1
istk(ilw+3)=0
lw=sadr(ilw+4)
call int2db(1,stk(lw7),1,stk(lw),1)
lw=lw+1
lstk(top+1)=lw-mv
endif
c
c putting in order the stack
c
call unsfdcopy(lw-lw0,stk(lw0),1,stk(l0),1)
return
endif
c
if (fin .eq. 4) then
c
c SCILAB function : fstair
c --------------------------
lw = lstk(top+1)
l0 = lstk(top+1-rhs)
if (rhs .ne. 7) then
call error(39)
return
endif
if (lhs .gt. 10) then
call error(41)
return
endif
c checking variable a (number 1)
c
il1 = iadr(lstk(top-rhs+1))
if (istk(il1) .ne. 1) then
if (istk(il1) .ne. 1) then
call putfunnam('fstair',top-rhs+1)
fun=-1
return
endif
endif
n1 = istk(il1+1)
m1 = istk(il1+2)
l1 = sadr(il1+4)
c checking variable e (number 2)
c
il2 = iadr(lstk(top-rhs+2))
if (istk(il2) .ne. 1) then
call putfunnam('fstair',top-rhs+2)
fun=-1
return
endif
n2 = istk(il2+1)
m2 = istk(il2+2)
l2 = sadr(il2+4)
c checking variable q (number 3)
c
il3 = iadr(lstk(top-rhs+3))
if (istk(il3) .ne. 1) then
call putfunnam('fstair',top-rhs+3)
fun=-1
return
endif
if (istk(il3+1) .ne. istk(il3+2)) then
err = 3
call error(20)
return
endif
n3 = istk(il3+1)
m3 = istk(il3+2)
l3 = sadr(il3+4)
c checking variable z (number 4)
c
il4 = iadr(lstk(top-rhs+4))
if (istk(il4) .ne. 1) then
call putfunnam('fstair',top-rhs+4)
fun=-1
return
endif
if (istk(il4+1) .ne. istk(il4+2)) then
err = 4
call error(20)
return
endif
n4 = istk(il4+1)
m4 = istk(il4+2)
l4 = sadr(il4+4)
c checking variable stair (number 5)
c
il5 = iadr(lstk(top-rhs+5))
if (istk(il5) .ne. 1) then
call putfunnam('fstair',top-rhs+5)
fun=-1
return
endif
if (istk(il5+1) .ne. 1) then
err = 5
call error(89)
return
endif
m5 = istk(il5+2)
l5 = sadr(il5+4)
c checking variable rk (number 6)
c
il6 = iadr(lstk(top-rhs+6))
if (istk(il6) .ne. 1) then
err = 6
call error(53)
return
endif
if (istk(il6+1)*istk(il6+2) .ne. 1) then
err = 6
call error(89)
return
endif
l6 = sadr(il6+4)
c checking variable tol (number 7)
c
il7 = iadr(lstk(top-rhs+7))
if (istk(il7) .ne. 1) then
err = 7
call error(53)
return
endif
if (istk(il7+1)*istk(il7+2) .ne. 1) then
err = 7
call error(89)
return
endif
l7 = sadr(il7+4)
c
c cross variable size checking
c
if (n1 .ne. n2) then
call error(42)
return
endif
if (n1 .ne. n3) then
call error(42)
return
endif
if (n1 .ne. m3) then
call error(42)
return
endif
if (n1 .ne. m5) then
call error(42)
return
endif
if (m1 .ne. m2) then
call error(42)
return
endif
if (m1 .ne. n4) then
call error(42)
return
endif
if (m1 .ne. m4) then
call error(42)
return
endif
c
c cross formal parameter checking
c not implemented yet
c
c cross equal output variable checking
c not implemented yet
call entier(m5,stk(l5),istk(iadr(l5)))
call entier(1,stk(l6),istk(iadr(l6)))
lw10=lw
lw=lw+1
lw11=lw
lw=lw+m1
nn12=n1+1
lw12=lw
lw=lw+nn12
lw13=lw
lw=lw+m1
lw14=lw
lw=lw+nn12
nn15=4
lw15=lw
lw=lw+nn15
lw16=lw
lw=lw+m1
lw17=lw
lw=lw+m1
err=lw-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
c
call fstair(stk(l1),stk(l2),stk(l3),stk(l4),n1,m1
$ ,istk(iadr(l5)),istk(iadr(l6)),stk(l7),stk(lw10)
$ ,stk(lw11),stk(lw12),stk(lw13),stk(lw14),stk(lw15)
$ ,stk(lw16),stk(lw17),ierr)
if (ierr.ne.0) then
buf='fstair failed !'
call error(9999)
return
endif
c
top=top-rhs
lw0=lw
mv=lw0-l0
c
if(lhs .ge. 1) then
c
c output variable: a
c
top=top+1
ilw=iadr(lw)
err=lw+4+n1*m1-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
call icopy(4,istk(il1),1,istk(ilw),1)
lw=sadr(ilw+4)
call unsfdcopy(n1*m1,stk(l1),1,stk(lw),1)
lw=lw+n1*m1
lstk(top+1)=lw-mv
endif
c
if(lhs .ge. 2) then
c
c output variable: e
c
top=top+1
ilw=iadr(lw)
err=lw+4+n1*m1-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
call icopy(4,istk(il2),1,istk(ilw),1)
lw=sadr(ilw+4)
call unsfdcopy(n2*m2,stk(l2),1,stk(lw),1)
lw=lw+n2*m2
lstk(top+1)=lw-mv
endif
c
if(lhs .ge. 3) then
c
c output variable: q
c
top=top+1
ilw=iadr(lw)
err=lw+4+n1*n1-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
call icopy(4,istk(il3),1,istk(ilw),1)
lw=sadr(ilw+4)
call unsfdcopy(n3*m3,stk(l3),1,stk(lw),1)
lw=lw+n3*m3
lstk(top+1)=lw-mv
endif
c
if(lhs .ge. 4) then
c
c output variable: z
c
top=top+1
ilw=iadr(lw)
err=lw+4+m1*m1-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
call icopy(4,istk(il4),1,istk(ilw),1)
lw=sadr(ilw+4)
call unsfdcopy(n4*m4,stk(l4),1,stk(lw),1)
lw=lw+n4*m4
lstk(top+1)=lw-mv
endif
c
if(lhs .ge. 5) then
c
c output variable: nblcks
c
top=top+1
ilw=iadr(lw)
err=lw+5-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
istk(ilw)=1
istk(ilw+1)=1
istk(ilw+2)=1
istk(ilw+3)=0
lw=sadr(ilw+4)
call int2db(1,stk(lw10),1,stk(lw),1)
lw=lw+1
lstk(top+1)=lw-mv
endif
c
if(lhs .ge. 6) then
c
c output variable: muk
c
top=top+1
ilw=iadr(lw)
err=lw+4+m1-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
istk(ilw)=1
istk(ilw+1)=1
istk(ilw+2)=m1
istk(ilw+3)=0
lw=sadr(ilw+4)
call int2db(m1,stk(lw11),1,stk(lw),1)
lw=lw+m1
lstk(top+1)=lw-mv
endif
c
if(lhs .ge. 7) then
c
c output variable: nuk
c
top=top+1
ilw=iadr(lw)
err=lw+4+nn12-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
istk(ilw)=1
istk(ilw+1)=1
istk(ilw+2)=nn12
istk(ilw+3)=0
lw=sadr(ilw+4)
call int2db(nn12,stk(lw12),1,stk(lw),1)
lw=lw+nn12
lstk(top+1)=lw-mv
endif
c
if(lhs .ge. 8) then
c
c output variable: muk0
c
top=top+1
ilw=iadr(lw)
err=lw+4+m1-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
istk(ilw)=1
istk(ilw+1)=1
istk(ilw+2)=m1
istk(ilw+3)=0
lw=sadr(ilw+4)
call int2db(m1,stk(lw13),1,stk(lw),1)
lw=lw+m1
lstk(top+1)=lw-mv
endif
c
if(lhs .ge. 9) then
c
c output variable: nuk0
c
top=top+1
ilw=iadr(lw)
err=lw+4+nn12-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
istk(ilw)=1
istk(ilw+1)=1
istk(ilw+2)=nn12
istk(ilw+3)=0
lw=sadr(ilw+4)
call int2db(nn12,stk(lw14),1,stk(lw),1)
lw=lw+nn12
lstk(top+1)=lw-mv
endif
c
if(lhs .ge. 10) then
c
c output variable: mnei
c
top=top+1
ilw=iadr(lw)
err=lw+4+nn15-lstk(bot)
if (err .gt. 0) then
call error(17)
return
endif
istk(ilw)=1
istk(ilw+1)=nn15
istk(ilw+2)=1
istk(ilw+3)=0
lw=sadr(ilw+4)
call int2db(nn15,stk(lw15),1,stk(lw),1)
lw=lw+nn15
lstk(top+1)=lw-mv
endif
c
c putting in order the stack
c
call unsfdcopy(lw-lw0,stk(lw0),1,stk(l0),1)
return
endif
c
end
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