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cdf_52.c

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00001 #include "cdflib.h"
00002 void dstzr(double *zxlo,double *zxhi,double *zabstl,double *zreltl)
00003 /*
00004 **********************************************************************
00005      void dstzr(double *zxlo,double *zxhi,double *zabstl,double *zreltl)
00006      Double precision SeT ZeRo finder - Reverse communication version
00007                               Function
00008      Sets quantities needed by ZROR.  The function of ZROR
00009      and the quantities set is given here.
00010      Concise Description - Given a function F
00011      find XLO such that F(XLO) = 0.
00012           More Precise Description -
00013      Input condition. F is a double precision function of a single
00014      double precision argument and XLO and XHI are such that
00015           F(XLO)*F(XHI)  .LE.  0.0
00016      If the input condition is met, QRZERO returns .TRUE.
00017      and output values of XLO and XHI satisfy the following
00018           F(XLO)*F(XHI)  .LE. 0.
00019           ABS(F(XLO)  .LE. ABS(F(XHI)
00020           ABS(XLO-XHI)  .LE. TOL(X)
00021      where
00022           TOL(X) = MAX(ABSTOL,RELTOL*ABS(X))
00023      If this algorithm does not find XLO and XHI satisfying
00024      these conditions then QRZERO returns .FALSE.  This
00025      implies that the input condition was not met.
00026                               Arguments
00027      XLO --> The left endpoint of the interval to be
00028            searched for a solution.
00029                     XLO is DOUBLE PRECISION
00030      XHI --> The right endpoint of the interval to be
00031            for a solution.
00032                     XHI is DOUBLE PRECISION
00033      ABSTOL, RELTOL --> Two numbers that determine the accuracy
00034                       of the solution.  See function for a
00035                       precise definition.
00036                     ABSTOL is DOUBLE PRECISION
00037                     RELTOL is DOUBLE PRECISION
00038                               Method
00039      Algorithm R of the paper 'Two Efficient Algorithms with
00040      Guaranteed Convergence for Finding a Zero of a Function'
00041      by J. C. P. Bus and T. J. Dekker in ACM Transactions on
00042      Mathematical Software, Volume 1, no. 4 page 330
00043      (Dec. '75) is employed to find the zero of F(X)-Y.
00044 **********************************************************************
00045 */
00046 {
00047     E0001(1,NULL,NULL,NULL,NULL,NULL,NULL,NULL,zabstl,zreltl,zxhi,zxlo);
00048 } /* END */
 

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