On Friday, June 01, 2012 10:34:38 Gábor Sándor Enyedi wrote:
> I conditionally support it. I think we need several further studies; e.g.
> what are the RLFA friendly topologies, how can I improve my network to
> keep up full coverage (and what extra cost that has), what is the
> bidirectional coverage of RLFA (if path cannot be protected in either
> directions, the route is not protected)

Just coincidentally, we have been doing some research on precisely these
questions for some time now. So far, we only have had preliminary results,
valid only for graphs with unit-costs. 

Interestingly, we found that if the graph of the network (disregarding LANs,
SRLGs, etc. for now) is symmetric, 2-edge-connected, and each link is
set to the same administrative cost, then RLFA provides full coverage against
single link failures.

The argument goes on as follows:

- if some router 's' has an RLFA to the next-hop 'n' towards some destination
  prefix 'd', then 's' has an RLFA to 'd' (with respect to the failure of
  link '(s,n)');

- if a graph is 2-edge-connected, every edge is contained in at least one
  ring, so '(s,n)' is also contained in a ring;

- consider the shortest ring amongst the rings that contain '(s,n)' and
  suppose that the ring consists of even number of nodes: then, the same
  reasoning as in the RLFA draft (draft-shand-remote-lfa-00, see Fig. 1) will
  show that the intersection of the extended P-space of 's' and the Q-space
  of 'n' is not empty;

- so 's' has an RLFA to the next-hop 'n', and so, by the first point, it has
  an RLFA to any 'd' reachable through 'n';

- the same applies to the case when the shortest ring that contains '(s,n)'
  is an odd-ring;

- since the above holds for any 's-d' pair, we conclude that we have full
  RLFA coverage.

Our initial numerical studies seem to support the above claims, but please,
don't hesitate to correct me if I'm wrong.

The rest of our investigations are concerned with "unextended RLFA" (i.e.,
the one without the extended P-space option) to see whether we really need
this complexity in RLFA.  We found that in 2-node-connected networks
"unextended RLFA" coverage can go down to 50%, and in the 2-edge-connected
case this can be as low as 33%, so the "extended" option is indeed important.

We have a rudimentary draft paper ready. If the need arises, we're happily
disclose it.

Gabor

-- 
Gábor Rétvári, Ph.D.
Research Fellow, BME-TMIT
Phone: +36-1-463-1060
Fax: +36-1-463-1763
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