It appears the obverse of u :. v is v :. u and not simply v .  This explains 
the behavior Henry saw.

Kip Murray

Sent from my iPad


On Nov 4, 2012, at 9:33 PM, Marshall Lochbaum <mwlochb...@gmail.com> wrote:

> My inclination is that it is correct in enforcing that the obverse of
> the obverse is the original function. I'm open to good reasons why this
> isn't always the case, but I think if you need to break this rule, then
> what you're looking for probably isn't the obverse. Using &. in this
> case will just complicate the code.
> 
> Marshall
> 
> On Sun, Nov 04, 2012 at 10:17:37PM -0500, Henry Rich wrote:
>> Yes, that seems wrong.  It should be
>> 
>> i. :.+
>> 
>> shouldn't it?
>> 
>> Henry Rich
>> 
>> On 11/4/2012 10:15 PM, km wrote:
>>> Henry, what do you make of
>>> 
>>>   i. :. (i. :. +) b. _1
>>> i. :.+ :.i.
>>> 
>>> ?
>>> 
>>> Kip Murray
>>> 
>>> Sent from my iPad
>>> 
>>> 
>>> On Nov 4, 2012, at 5:45 PM, Henry Rich <henryhr...@nc.rr.com> wrote:
>>> 
>>>>  i. :. (i. :. +) ^:_1 ^:_1 ]5
>>>> 0 1 2 3 4
>>>> 
>>>> The obverse of i. :. (i. :. +) should be (i. :. +), and
>>>> the obverse of that should be + .  I think.  But it isn't.
>>>> 
>>>> Henry Rich
>>>> ----------------------------------------------------------------------
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