doc/man3/SSL_CTX_set1_curves.pod

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=head1 NAME

SSL_CTX_set1_groups, SSL_CTX_set1_groups_list, SSL_set1_groups,
SSL_set1_groups_list, SSL_get1_groups, SSL_get_shared_group,
SSL_CTX_set1_curves, SSL_CTX_set1_curves_list, SSL_set1_curves,
SSL_set1_curves_list, SSL_get1_curves, SSL_get_shared_curve
- EC supported curve functions

=head1 SYNOPSIS

 #include <openssl/ssl.h>

 int SSL_CTX_set1_groups(SSL_CTX *ctx, int *glist, int glistlen);
 int SSL_CTX_set1_groups_list(SSL_CTX *ctx, char *list);

 int SSL_set1_groups(SSL *ssl, int *glist, int glistlen);
 int SSL_set1_groups_list(SSL *ssl, char *list);

 int SSL_get1_groups(SSL *ssl, int *groups);
 int SSL_get_shared_group(SSL *s, int n);

 int SSL_CTX_set1_curves(SSL_CTX *ctx, int *clist, int clistlen);
 int SSL_CTX_set1_curves_list(SSL_CTX *ctx, char *list);

 int SSL_set1_curves(SSL *ssl, int *clist, int clistlen);
 int SSL_set1_curves_list(SSL *ssl, char *list);

 int SSL_get1_curves(SSL *ssl, int *curves);
 int SSL_get_shared_curve(SSL *s, int n);

=head1 DESCRIPTION

For all of the functions below that set the supported groups there must be at
least one group in the list.

SSL_CTX_set1_groups() sets the supported groups for B<ctx> to B<glistlen>
groups in the array B<glist>. The array consist of all NIDs of groups in
preference order. For a TLS client the groups are used directly in the
supported groups extension. For a TLS server the groups are used to
determine the set of shared groups.

SSL_CTX_set1_groups_list() sets the supported groups for B<ctx> to
string B<list>. The string is a colon separated list of group NIDs or
names, for example "P-521:P-384:P-256".

SSL_set1_groups() and SSL_set1_groups_list() are similar except they set
supported groups for the SSL structure B<ssl>.

SSL_get1_groups() returns the set of supported groups sent by a client
in the supported groups extension. It returns the total number of
supported groups. The B<groups> parameter can be B<NULL> to simply
return the number of groups for memory allocation purposes. The
B<groups> array is in the form of a set of group NIDs in preference
order. It can return zero if the client did not send a supported groups
extension.

SSL_get_shared_group() returns shared group B<n> for a server-side
SSL B<ssl>. If B<n> is -1 then the total number of shared groups is
returned, which may be zero. Other than for diagnostic purposes,
most applications will only be interested in the first shared group
so B<n> is normally set to zero. If the value B<n> is out of range,
NID_undef is returned.

All these functions are implemented as macros.

The curve functions are synonyms for the equivalently named group functions and
are identical in every respect. They exist because, prior to TLS1.3, there was
only the concept of supported curves. In TLS1.3 this was renamed to supported
groups, and extended to include Diffie Hellman groups. The group functions
should be used in preference.

=head1 NOTES

If an application wishes to make use of several of these functions for
configuration purposes either on a command line or in a file it should
consider using the SSL_CONF interface instead of manually parsing options.

=head1 RETURN VALUES

SSL_CTX_set1_groups(), SSL_CTX_set1_groups_list(), SSL_set1_groups() and
SSL_set1_groups_list(), return 1 for success and 0 for failure.

SSL_get1_groups() returns the number of groups, which may be zero.

SSL_get_shared_group() returns the NID of shared group B<n> or NID_undef if there
is no shared group B<n>; or the total number of shared groups if B<n>
is -1.

When called on a client B<ssl>, SSL_get_shared_group() has no meaning and
returns -1.

=head1 SEE ALSO

L<SSL_CTX_add_extra_chain_cert(3)>

=head1 HISTORY

The curve functions were first added to OpenSSL 1.0.2. The equivalent group
functions were first added to OpenSSL 1.1.1.

=head1 COPYRIGHT

Copyright 2013-2018 The OpenSSL Project Authors. All Rights Reserved.

Licensed under the Apache License 2.0 (the "License").  You may not use
this file except in compliance with the License.  You can obtain a copy
in the file LICENSE in the source distribution or at
L<https://www.openssl.org/source/license.html>.

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