2009/6/23 Omprakash Gnawali <[email protected]>

> On Thu, Jun 18, 2009 at 4:41 AM, Rémi Villé<[email protected]> wrote:
> > Hi,
> >
> > I would like to discuss about how the path cost is calculated from the
> cost
> > of its arcs.
> > Currently this path is accumulated with an addition. I think it's bizarre
> > because we try to create the best path in term of ratio (msg received/msf
> > sent). So the cost of a path should be proportional to the chance of a
> > packet to reach the sink through this path, i.e. 1/q(a,b)*q(b,c) for the
> > path (a,b,c), and not 1/q(a,b) + 1/q(b,c). (q = PRR(a,b)*PRR(b,a)).
> >
> > I tried to find incoherent cases with this accumulation and I found this
> one
> > :
> > 3 motes : a, b and c (a is the sink).
> > q(a,b) = 0.5
> > q(b,c) = 0.2
> >
> > The cost of (a,b,c) should be 1/(0.5*0.2) = 10, but the effective cost is
> > 1/0.5 + 1/0.2 = 7. (q(a,b,c) = 0.5*0.2 = 0.1).
> > If we have cost(a,c) = 8, then q(a,c) = 1/8 = 0.125.
> > We have q(a,c) best then q(a,b,c) but cost(a,c) > cost(a,b,c), and c
> choose
> > a bad best parent/path (the path (a,b,c) instead of (a,c)).
> >
> > If I take ETX instead of EETX (10/q) it doesn't change this reasoning.
> >
> > I would like to know if I miss something, maybe there's a good reson to
> use
> > the addition instead of multiplication to accumulate the cost path, I
> would
> > like to understand...
>
> This paper goes into the details of additive path cost:
> http://pdos.csail.mit.edu/papers/grid:mobicom03/paper.pdf
>
> ETX gives you the expected number of transmissions for a link. So, the
> path cost is the sum of these per-link costs.
>
> - om_p
>

Thanks a lot, it's exactly the paper I was looking for.

I have a maybe strange question, I would like to know the exact sense of
"expected" in ETX, because I don't speak english fluently.
In an wordReference dictionary it's translated by "wait for" or "hope". I
think it's more "estimated"...
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