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Full Discussion: Differential Equations
Special Forums UNIX and Linux Applications High Performance Computing Differential Equations Post 302386508 by figaro on Tuesday 12th of January 2010 03:19:27 PM
Old 01-12-2010
GNU-Octave would indeed be the toolset of choice. You could also look into GSL - GNU Scientific Library - GNU Project - Free Software Foundation (FSF) and perhaps in combination with LAM/MPI Parallel Computing or Open MPI: Open Source High Performance Computing you may be able to use cluster computing.
 

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gnutls_pkcs11_privkey_export_url(3)				      gnutls				       gnutls_pkcs11_privkey_export_url(3)

NAME
gnutls_pkcs11_privkey_export_url - API function SYNOPSIS
#include <gnutls/pkcs11.h> int gnutls_pkcs11_privkey_export_url(gnutls_pkcs11_privkey_t key, gnutls_pkcs11_url_type_t detailed, char ** url); ARGUMENTS
gnutls_pkcs11_privkey_t key Holds the PKCS 11 key gnutls_pkcs11_url_type_t detailed non zero if a detailed URL is required char ** url will contain an allocated url DESCRIPTION
This function will export a URL identifying the given key. RETURNS
On success, GNUTLS_E_SUCCESS (0) is returned, otherwise a negative error value. REPORTING BUGS
Report bugs to <bug-gnutls@gnu.org>. General guidelines for reporting bugs: http://www.gnu.org/gethelp/ GnuTLS home page: http://www.gnu.org/software/gnutls/ COPYRIGHT
Copyright (C) 2012 Free Software Foundation, Inc.. Copying and distribution of this file, with or without modification, are permitted in any medium without royalty provided the copyright notice and this notice are preserved. SEE ALSO
The full documentation for gnutls is maintained as a Texinfo manual. If the info and gnutls programs are properly installed at your site, the command info gnutls should give you access to the complete manual. As an alternative you may obtain the manual from: http://www.gnu.org/software/gnutls/manual/ gnutls 3.1.15 gnutls_pkcs11_privkey_export_url(3)
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