提交 b579035f 编写于 作者: F Florent Fourcot 提交者: David S. Miller

ipv6: remove old conditions on flow label sharing

The code of flow label in Linux Kernel follows
the rules of RFC 1809 (an informational one) for
conditions on flow label sharing. There rules are
not in the last proposed standard for flow label
(RFC 6437), or in the previous one (RFC 3697).

Since this code does not follow any current or
old standard, we can remove it.

With this removal, the ipv6_opt_cmp function is
now a dead code and it can be removed too.

Changelog to v1:
 * add justification for the change
 * remove the condition on IPv6 options

[ Remove ipv6_hdr_cmp and it is now unused as well. -DaveM ]
Signed-off-by: NFlorent Fourcot <florent.fourcot@enst-bretagne.fr>
Acked-by: NHannes Frederic Sowa <hannes@stressinduktion.org>
Signed-off-by: NDavid S. Miller <davem@davemloft.net>
上级 cfce0a2b
......@@ -465,34 +465,6 @@ static int mem_check(struct sock *sk)
return 0;
}
static bool ipv6_hdr_cmp(struct ipv6_opt_hdr *h1, struct ipv6_opt_hdr *h2)
{
if (h1 == h2)
return false;
if (h1 == NULL || h2 == NULL)
return true;
if (h1->hdrlen != h2->hdrlen)
return true;
return memcmp(h1+1, h2+1, ((h1->hdrlen+1)<<3) - sizeof(*h1));
}
static bool ipv6_opt_cmp(struct ipv6_txoptions *o1, struct ipv6_txoptions *o2)
{
if (o1 == o2)
return false;
if (o1 == NULL || o2 == NULL)
return true;
if (o1->opt_nflen != o2->opt_nflen)
return true;
if (ipv6_hdr_cmp(o1->hopopt, o2->hopopt))
return true;
if (ipv6_hdr_cmp(o1->dst0opt, o2->dst0opt))
return true;
if (ipv6_hdr_cmp((struct ipv6_opt_hdr *)o1->srcrt, (struct ipv6_opt_hdr *)o2->srcrt))
return true;
return false;
}
static inline void fl_link(struct ipv6_pinfo *np, struct ipv6_fl_socklist *sfl,
struct ip6_flowlabel *fl)
{
......@@ -603,11 +575,6 @@ int ipv6_flowlabel_opt(struct sock *sk, char __user *optval, int optlen)
uid_eq(fl1->owner.uid, fl->owner.uid)))
goto release;
err = -EINVAL;
if (!ipv6_addr_equal(&fl1->dst, &fl->dst) ||
ipv6_opt_cmp(fl1->opt, fl->opt))
goto release;
err = -ENOMEM;
if (sfl1 == NULL)
goto release;
......
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