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<p>>---In [email protected], <marchal@...> w=
rote :<br>
<br>
> On 09 Oct 2015, at 23:55, hibbsa@... mailto:hibbsa@...<br>
[Fabric-of-Reality] wrote:<br>
<br>
> >---In [email protected] mailto:<br>
[email protected], <marchal@...> wrote :<br>
<br>
>>>On 24 Sep 2015, at 13:33, hibbsa@... <br>
>>>mailto:hibbsa@ mailto:hibbsa@... [Fabric-of-Reality] wrote:<br=
>
<br>
>>regarding Ada Lovelace contributions to computing, <br>
>>David Deutsch tweets https://twitter.com/ https://twitter.com/<br>
>>DavidDeutschOxf/status/644977353651785730:<br>
<br>
<br>
>>"ProfBrianCox @FryRsquared Fascinating. It convinced <br>
>>me that I was wrong: Babbage never really got universality. <br>
>>Lovelace totally did."<br>
<br>
<br>
>>Hmm... I have a little french book from 1911 by <br>
>>Jacques Lafitte which gave me indirect evidence<br>
>> that Babbage did got the "universality" insight<br>
>> (for >computations). he got it not from his machine(s),<br>
>> but from the language he invented to describe the<br>
>> machine, and he realized that such a language is <br>
>>as powerfull than his machine.<br>
>> I have evidence that Ada invented programming <br>
>>and subroutine, but I am not sure she get the<br>
>> universality I will take a look (when I have more time).<br>
<br>
> Yes well....having seen the documentary I spent a<br>
>little time digging out some details (actually all I did <br>
>was visit (the site/blog of) some trusted historians of science). <br>
>Apparently all Ada Lovelace did was publish a single<br>
>paper, in which she performed a translation to English <br>
>of a lecture given by or for Babbage. She added 'poetic <br>
>annotations' on what one might do with the analytical <br>
>engine. Which was entirely Babbage's' work. Another<br>
>point was that not only was it absolute bullshit that <br>
>Lovelace inspired or influenced at all the first computer, <br>
>but that it's not straight forwarder that the analytical <br>
>machine did. <br>
<br>
>Hi Hibbsa. What you describe is the usual opinion. <br>
>But the book by Laffite expalins that when creating a <br>
>lnague to describe the plan of he machine, Babbage <br>
>eventually realized that the language for the plan <br>
>was as much a discovery than its machine, and that <br>
>he felt frustrated not being able to communicate that <br>
>discovery. It means that he undertood that his language <br>
>was a universal machine too, in (a posteriroi) the <br>
>mathematical sense which he did not intent to make <br>
>precise. Now, I have not seen that language, but I am<br>
>open to the idea that Babbage got the "tilt" of the "Tu=
ring <br>
>universality". About ADA, my reading is that she invented<br>
>the notion of subroutine, and the practice of programming, <br>
>which demands also some intuiotion of that universality. <br>
>With Babbage feeling about its language, the discovery is<br>
> made more explicit. <br>
> Today we know that some diophantine polynomial relation are Turing uni=
versal. Universality grows >up at the very elementary part of the arithm=
etical reality. <br>
<br>
Hi Bruno, hope you're well, <br>
Sure, on the face of it there's some compelling elements there. It'=
s also significant - from my perspective - that Deutsch says he found it co=
nvincing. Because I know how much thinking he does about universality. <br>
Just to clarify, because it isn't clear whether that last post from me =
was expressing my own view or the view of some historians. Actually I was j=
ust paraphrasing the views I read. But...I do think historians have a lot t=
o input into this sort of thing. <br>
The big question is really whether there is actual causality in the flow of=
certain historical events. No one would likely doubt that Lovelace anticip=
ated aspects of computing. But the question of whether she changed the line=
of history is more involved. <br>
The difference is just that any number of people can be said in hindsight t=
o have anticipated. That number is really directly proportional to the deta=
il of history that one is aware. Whereas to be in the line of causality is =
much more constrained. So a much higher accolade. <br>
Best. <br>
<br>
<br>
Bruno<br>
<br>
<br>
my comment:<br>
<br>
<br>
Hi DD, I watched it after seeing your tweet, and found it fascinating also=
. I thought you might be interested in the following documentary, which she=
ds light on a forerunner to Ada Lovelace. In terms of universality, that th=
e possibility was being glimpsed (but not realized) is evident.<br>
<br>
<br>
https://www.youtube.com/watch?v=3DbLb54FCMt9o https://www.youtube.com/watc=
h?v=3DbLb54FCMt9o https://www.youtube.com/watch?v=3DbLb54FCMt9o https://www=
.youtube.com/watch?v=3DbLb54FCMt9o<br>
<br>
<br>
Another recent documentary about Turing's Bletchley peer "Gordon =
Welchman" whose contribution to the Collossus and code breaking is reg=
arded as at least equal to Turing himself. Possibly greater.<br>
<br>
<br>
Bletchley Park: Code-breaking's Forgotten Genius http://www.bbc.co.uk/=
iplayer/episode/b069gxz7/bletchley-park-codebreakings-forgotten-genius http=
://www.bbc.co.uk/iplayer/episode/b069gxz7/bletchley-park-codebreakings-forg=
otten-genius<br>
<br>
<br>
http://www.bbc.co.uk/iplayer/episode/b069gxz7/bletchley-park-codebreakings=
-forgotten-genius http://www.bbc.co.uk/iplayer/episode/b069gxz7/bletchley-p=
ark-codebreakings-forgotten-genius<br>
<br>
Bletchley Park: Code-breaking's Forgotten Genius http://www.bbc.co.uk/=
iplayer/episode/b069gxz7/bletchley-park-codebreakings-forgotten-genius http=
://www.bbc.co.uk/iplayer/episode/b069gxz7/bletchley-park-codebreakings-forg=
otten-genius A look at Gordon Welchman, a codebreaker crucial to the defeat=
of the Nazis.<br>
<br>
View on www.bbc.co.uk http://www.bbc.co.uk/iplayer/episode/b069gxz7/bletch=
ley-park-codebreakings-forgotten-genius http://www.bbc.co.uk/iplayer/episod=
e/b069gxz7/bletchley-park-codebreakings-forgotten-genius<br>
Preview by Yahoo <br>
<br>
<br>
Of course, Leibniz was conceptually close to. My candidate for the first r=
eal understanding of universality might be Emil Post, the founders, with Kl=
eene of "recursion theory".<br>
<br>
<br>
Only one certainty: G=C3=B6del did not got it, and neither Church. "C=
hurch's thesis" is a label created by Kleene when he understood th=
at the class of partial recursive function is closed for the diagonalizatio=
n procedure, what G=C3=B6del called a "miracle". G=C3=B6del accep=
ted Church's thesis only after his reading of Turing, who got it too of=
course.<br>
<br>
<br>
Bruno<br>
<br>
<br>
http://iridia.ulb.ac.be/~marchal/ http://iridia.ulb.ac.be/~marchal/ http:/=
/iridia.ulb.ac.be/~marchal/ http://iridia.ulb.ac.be/~marchal/<br>
<br>
http://iridia.ulb.ac.be/~marchal/ http://iridia.ulb.ac.be/~marchal/</p>
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