NAG recommends that you read the following minimum reference material before calling any library function:
(a) Essential Introduction
(b) Chapter Introduction
(c) Function Document
(d) Implementation-specific Users' Note
Items (a), (b) and (c) are included in the NAG C Library Manual; item (d) is this document which is provided in HTML form.
This implementation can also be used with Borland C++ Development Suite 5.02 (incorporating Borland Command-line compiler version 5.2), but only if UUID.LIB (a 2 kb import library) is present in the BC5\LIB directory. UUID.LIB is supplied as part of the C++Builder versions 4 and 5, but not as part of the Borland C++ version 5.02 Development Suite.
For the multi-threaded library:
bcc32 -tWM -P-c -ps -f -Od -Ic:\clw3206de\include -Lc:\clw3206de\lib driver.c nagcsmt.libFor the single-threaded library:
bcc32 -tWM- -P-c -ps -f -Od -Ic:\clw3206de\include -Lc:\clw3206de\lib driver.c nagcsml.lib
If you are compiling and linking from the command line, the location of the NAG include files and the NAG static library should be added to the configuration files bcc32.cfg and tlink32.cfg. These should be located in the directory where the compilation and linking are being done. The sample copies of these configuration files in the batch directory should be modified appropriately.
Using the configuration files, you can compile and link a driver program named driver.c with the NAG C Library in the following manner:
For the multi-threaded library:
bcc32 -tWM -P-c -ps -f -Od driver.c nagcsmt.libFor the single-threaded library:
bcc32 -tWM- -P-c -ps -f -Od driver.c nagcsml.lib
The example program concerned is specified by the argument to runex.bat, which should be the (short) name (in lower case) of a NAG C Library function, e.g.
runex c06eacNote that the batch file uses the multi-threaded library by default; it must be edited if the single-threaded library is to be used.
Further usage details may be obtained by running the batch file runex without arguments.
The results file will, by default, be written to the directory %NAGCLWDE%\examples\results and the difference file will be written to %NAGCLWDE%\examples\diffs. To write the results and differences to files in a different location, the environment variable NAGCLWDE_RES should be set to that directory, e.g.
set NAGCLWDE_RES=c:\temp
The results and difference files will then be located in c:\temp\results and c:\temp\diffs.
A full on-line version of the NAG C Library Manual is supplied in the form of Portable Document Format (PDF) files. You will need to check how this version has been made available at your site.
A new optional parameter 'optim_tol' has been introduced to allow users a further means of controlling the optimization process.
e04unc (for all implementations)
A member 'needf' has been added to the comm structure to allow users to provide only one component of fi(x) of the objective function in objfun (instead of having to provide all components systematically). This can significantly reduce the computation time when checking and approximating derivatives.
Note that users are not required to modify their existing programs if these changes are not relevant to them.
Any further information which applies to one or more functions in this implementation is listed below, chapter by chapter.
s10aac E(1) = 18.500 s10abc fail.code = NE_REAL_ARG_GT if X > 708.0 s10acc fail.code = NE_REAL_ARG_GT if X > 708.0 s13aac X(hi) = 708.3 s13acc X(hi) = 4.5e+15 s13adc X(hi) = 4.5e+15 s14aac fail.code = NE_REAL_ARG_GT if X > 170. fail.code = NE_REAL_ARG_LT if X < -170. fail.code = NE_REAL_ARG_TOO_SMALL if ABS(X) < 2.23e-308 s14abc fail.code = NE_REAL_ARG_GT if X > 2.55e+305 s17acc fail.code = NE_REAL_ARG_GT if X > 4.5e+15 s17adc fail.code = NE_REAL_ARG_GT if X > 4.5e+15 fail.code = NE_REAL_ARG_TOO_SMALL if X <= 2.23e-308 s17aec fail.code = NE_REAL_ARG_GT if ABS(X) > 4.5e+15 s17afc fail.code = NE_REAL_ARG_GT if ABS(X) > 4.5e+15 s17agc fail.code = NE_REAL_ARG_GT if X > 103.8 fail.code = NE_REAL_ARG_LT if X < -3.5e+10 s17ahc fail.code = NE_REAL_ARG_GT if X > 104.1 fail.code = NE_REAL_ARG_LT if X < -3.5e+10 s17ajc fail.code = NE_REAL_ARG_GT if X > 104.1 fail.code = NE_REAL_ARG_LT if X < -1.8e+9 s17akc fail.code = NE_REAL_ARG_GT if X > 104.1 fail.code = NE_REAL_ARG_LT if X < -1.8e+9 s18adc fail.code = NE_REAL_ARG_TOO_SMALL if 0.0 < X <= 2.23e-308 s18aec fail.code = NE_REAL_ARG_GT if ABS(X) > 711.6 s18afc fail.code = NE_REAL_ARG_GT if ABS(X) > 711.6 s18cdc fail.code = NE_REAL_ARG_TOO_SMALL if 0.0 < X <= 2.23e-308 s19aac fail.code = NE_REAL_ARG_GT if ABS(X) >= 49.5000 s19abc fail.code = NE_REAL_ARG_GT if ABS(X) >= 49.5000 s19acc fail.code = NE_REAL_ARG_GT if X > 997.26 s19adc fail.code = NE_REAL_ARG_GT if X > 997.26 s21bcc fail.code = NE_REAL_ARG_LT if an argument < 1.579e-205 fail.code = NE_REAL_ARG_GE if an argument >= 3.773e+202 s21bdc fail.code = NE_REAL_ARG_LT if an argument < 2.820e-103 fail.code = NE_REAL_ARG_GT if an argument > 1.404e+102
X01AAC (pi) = 3.1415926535897932 X01ABC (gamma) = 0.5772156649015329
The basic parameters of the model
X02BHC = 2 X02BJC = 53 X02BKC = -1021 X02BLC = 1024 X02DJC = TRUEDerived parameters of the floating-point arithmetic
X02AJC = 0x3ca0040000000000 ( 1.11130722679765e-16 ) X02AKC = 0x0010000000000000 ( 2.22507385850721e-308 ) X02ALC = 0x7fefffffffffffff ( 1.79769313486231e+308 ) X02AMC = 0x001001bb0d6e2727 ( 2.22601401396686e-308 ) X02ANC = 0x001001bb0d6e2727 ( 2.22601401396686e-308 )Parameters of other aspects of the computing environment
X02AHC = 0x4330000000000000 ( 4.50359962737049e+15 ) X02BBC = 2147483647 X02BEC = 15 X02DAC = FALSE
Printed copies of the NAG C Library Manual are available for purchase; please refer to the NAG documentation order form (available on the NAG websites, see Section 6 (c)) for details of current prices.
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