(Gerard Bok) wrote in
news::
....
>>> Your PIN is 4 decimal digits, isn't it ?
>>> So there are --worldwide-- no more than 9.999 different
>>> 'signatures' around. Any guess as to with how many folks you
>>> share your 'personal electronic signature' ?
>>>
>>
>>It's not the 4-digit problem that bothers me so much. After all, the
>>chance that a thief randomly entering a pin guess for a stolen card
>>will get it right is very slim.
>
> Well, with 3 attempts it is 1 in 3.333. Far better than in most
> lotteries. (Do you know a system admin that allows passwords of
> less than 8 characters ? 10E14 or more guess rate 
>
>>No, the problem is the "moral hazard" regarding the banks
>
> Vital characteristic of a signature is imho it's uniqueness.
> There is nothing unique about 4 digits 
> If it is not unique, don't call it signature as it in now way
> identifies someone.
>
First of all the banks just call it a PIN, not a signature (they DON'T
want to draw attention to the change!). Second, in this application the
vital aspect of the PIN is not that it identifies someone but that it
*authorizes* a transaction in the *name* of someone - which is precisely
what a manuscript signature would do. In this context the PIN supplants
the manuscript signature which would ordinarily have been required and
is the *functional equivalent* of that manuscript signature - which is
why it is appropriate to refer to the PIN analogically as a "signature"
As for whether a 4-digit PIN is sufficient for ordinary commerce, it
appears to be. One-shot guessing is not a practical strategy for card
thieves, and certainly does not occur enough (if at all) to constitute a
significant problem. And even 4 digits taxes the memory of a goodly
proportion of the population, with resulting bank costs for resetting,
etc.
What supposedly *uniquely* identifies a person is possession of the card
AND knowledge of the PIN. And, for that, 4 digits are more than
sufficient. (Even, say, a 6-digit PIN might well not be unique among a
large bank's set of cardholders - but, fortunately, uniqueness is an
irrelevant property.)
No, the incremental benefit of a 5, 6 or N-digit PIN would be minuscule.
(And for the banks, not just minuscule, but actually zero or even
negative if reset costs, etc. are considered!)
But, as Anderson et al. and I point out, that is precisely the nature of
the problem - the banks don't give a flying **** whether or not 4 digits
are sufficient because they have displaced this risk (and many others)
onto others and no longer bear it.
Regards,
PS The current PIN problem discussed in the paper arises, not because
of the limited number of PIN digits, but because it is possible to
thwart the overarching validation protocol. And that would be equally
true for a 20-digit PIN!