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[jabaws.git] / website / archive / binaries / mac / src / disembl / Tisean_3.0.1 / source_f / stp.f

diff --git a/website/archive/binaries/mac/src/disembl/Tisean_3.0.1/source_f/stp.f b/website/archive/binaries/mac/src/disembl/Tisean_3.0.1/source_f/stp.f
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--- a/website/archive/binaries/mac/src/disembl/Tisean_3.0.1/source_f/stp.f
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-c===========================================================================
-c
-c   This file is part of TISEAN
-c 
-c   Copyright (c) 1998-2007 Rainer Hegger, Holger Kantz, Thomas Schreiber
-c 
-c   TISEAN is free software; you can redistribute it and/or modify
-c   it under the terms of the GNU General Public License as published by
-c   the Free Software Foundation; either version 2 of the License, or
-c   (at your option) any later version.
-c
-c   TISEAN is distributed in the hope that it will be useful,
-c   but WITHOUT ANY WARRANTY; without even the implied warranty of
-c   MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
-c   GNU General Public License for more details.
-c
-c   You should have received a copy of the GNU General Public License
-c   along with TISEAN; if not, write to the Free Software
-c   Foundation, Inc., 51 Franklin St, Fifth Floor, Boston, MA  02110-1301  USA
-c
-c===========================================================================
-c   space time separation plot
-c   see  H. Kantz, T. Schreiber, Nonlinear Time Series Analysis, Cambridge
-c      University Press (1997,2004)
-c   author T. Schreiber (1998) based on earlier version
-c==========================================================================
-      parameter(nx=1000000,mdt=500,mfrac=100)
-      dimension x(nx), stp(mfrac,mdt)
-      character*72 file, fout
-      data idt/1/, perc/0.05/, ndt/100/
-      data iverb/1/
-
-      call whatido("space-time separation plot",iverb)
-      id=imust("d")
-      m=imust("m")
-      idt=ican("#",idt)
-      ndt=min(ican("t",ndt),mdt)
-      perc=fcan("%",perc)
-      nfrac=min(mfrac,int(1/perc))
-      perc=1./real(nfrac)
-      nmax=ican("l",nx)
-      nexcl=ican("x",0)
-      jcol=ican("c",0)
-      isout=igetout(fout,iverb)
-      if(iv_io(iverb).eq.1) write(istderr(),*) "computing ", nfrac, 
-     .   " levels at fractions ", perc, 2*perc, "..."
-
-      call nthstring(1,file)
-      call readfile(nmax,x,nexcl,jcol,file,iverb)
-      call minmax(nmax,x,xmin,xmax)
-      call stplot(nmax,x,id,m,xmax-xmin,stp,nfrac,ndt,idt)
-      if(isout.eq.1) call addsuff(fout,file,"_stp")
-      call outfile(fout,iunit,iverb)
-      do 10 iper=1,mfrac
-         do 20 it=1,ndt
- 20         write(iunit,*) it*idt, stp(iper,it)
- 10      write(iunit,'()')
-      end
-
-      subroutine usage()
-c usage message
-      
-      call whatineed(
-     .   " -d# -m# [-## -t# -%# -o outfile -l# -x# -c# -V# -h] file")
-      call popt("d","delay")
-      call popt("m","embedding dimension")
-      call popt("#","time resolution (1)")
-      call popt("t","time steps (100, <500)")
-      call popt("%","fraction at wich to create levels (0.05, >0.01)")
-      call popt("l","number of values to be read (all)")
-      call popt("x","number of values to be skipped (0)")
-      call popt("c","column to be read (1 or file,#)")
-      call pout("file_stp")
-      call pall()
-      stop
-      end
-
-      subroutine stplot(nmax,y,id,m,epsmax,stp,nfrac,mdt,idt)
-      parameter(meps=1000,mfrac=100)
-      dimension y(nmax),stp(mfrac,mdt),ihist(meps)
-
-      do 10 it=1,mdt
-         do 20 ieps=1,meps
- 20         ihist(ieps)=0
-         do 30 n=it*idt+(m-1)*id+1,nmax
-            dis=0                            ! compute distance in m dimensions
-            do 40 me=0,m-1
- 40            dis=max(dis,abs(y(n-me*id)-y(n-me*id-it*idt)))
-            ih=min(int(meps*dis/epsmax)+1,meps)
- 30         ihist(ih)=ihist(ih)+1
-         do 10 ifrac=1,nfrac
-            need=(nmax-it*idt-(m-1)*id)*ifrac/real(nfrac)
-            is=0
-            do 50 ieps=1,meps
-               is=is+ihist(ieps)
- 50            if(is.ge.need) goto 1
- 1          stp(ifrac,it)=ieps*epsmax/meps
- 10      continue
-      end
-
-
-
-
-