Steve,

Would you like to explain how you can use maths to program a robot to navigate 
a room or street it has never seen before – an unknown territory?

This is something you and I do continuously throughout our lives – navigate 
unseen, unknown territories, from rooms and woods to texts and movies. That is 
a pretty indisputable truth of living in the real world – and it is of vital 
concern both actual and metaphorical for AGI. You’re saying, in effect we do 
and must use maths to do it.

Well how? How will maths navigate an unseen room? How will maths navigate a new 
movie, like say The Hobbit? Or Haneke’s Amour?  Or help a child or robot to 
navigate a new machine, like say an ipad?

Anything to offer here – apart from insults?

P.S. If you analyse intense outbursts like yours here –  you will find it is 
when a major nerve has been hit, and the person has no direct way of dealing 
with it – no reasoned reply to offer. 


From: Steve Richfield 
Sent: Tuesday, January 01, 2013 10:32 PM
To: AGI 
Subject: Re: [agi] Why Logic & Maths Have Sweet FA to do with Real world 
reasoning

Everyone,

This thread makes about as much sense as arguing about how many angels can fit 
on the tip of an 802.11g antenna.

Mike has been unable to make ANY argument regarding the inapplicability of 
mathematical methods that made any sense to others here, while everyone 
(including me) here has tried to either set him right or drag out any 
well-hidden wisdom. I have long resisted ANY sort of censorship, but enough is 
enough.

Mike: I hereby pronounce you a troll - until such time that you create an 
explanation regarding the inapplicability of mathematical methods that makes 
sense to OTHERS here. Mike, you need to go away and THINK how to make your 
point to OTHERS here. After reading probably hundreds of your postings, I 
really don't think you have a point to make. This is because if you were smart 
enough to find a fundamental flaw in the foundations of mathematics, you would 
also be smart enough to explain it, which you OBVIOUSLY are NOT. 

Further, I hereby pronounce everyone who continues to respond to Mike's 
continuing unmathematical troll-postings as just plain stupid.

Don't be stupid.

How about a period of contemplation, during which Mike will find SOME way to 
make his point - presuming of course that he has a point to make. From Mike's 
past attempts, it appears to me that Mike doesn't have a good understanding of 
the foundations of mathematics, and is simply objecting to the problems he sees 
in his own very flawed understanding of mathematics. At minimum, Mike's future 
postings on this subject shouldn't be dripping with sophomoric 
misunderstandings about mathematics.

Mike, I really enjoy your thoughts on the future of an intelligent Internet, 
and think that you should stick to such positive contributions, rather than 
throwing negative mud on the efforts of others, especially when you are so 
obviously NOT an expert on the mud you are throwing.

Mike, I am now preparing a patent application on a very different (and MUCH 
less expensive) way of achieving much the same goals as your proposals. I even 
plan to reference your plans in my patent application. However, your recent 
postings have in effect proven the "Peter Principle" - you have risen to your 
level of incompetence. I suggest taking a step back to your true area of 
expertise - the coming intelligent Internet.

Mike, I look forward to your future postings about the coming intelligent 
Internet. No, it won't require a quadrillion dollars - it can be done for a few 
tens of millions of dollars. No, it won't be publicly owned, though I agree 
with you that it probably should be. Here you have also hung onto your beliefs, 
rather than incorporating the thoughts of others to improve your own proposals 
- possibly even to the point of funding. The result is that someone else (like 
me) will end up making the money that could have been yours, so it won't be you 
who directs expenditures on future research. As a result, you will probably 
fade into the dustbin of history during your own lifetime.

Sad.

Steve
============

On Tue, Jan 1, 2013 at 12:27 PM, Mike Tintner <[email protected]> wrote:

  Logan: have you ever programmed a robot? You have to measure the distance to 
the wall so you don't walk into it



  Logan,

  Think carefully about your assumptions here.

  You’re assuming that a robot must be programmed as robots have always been.

  And if a normal robot is programmed to walk to a given goal, the programmer 
may indeed measure or plot the distance and route to the goal.

  That is the normal practice. And reasonable practice.

  IF you want to keep producing NARROW AI robots.

  You are actually basing everything on **narrow AI** assumptions (just as 
Ben’s & Jim’s concurrent thread is based).

  But we want an AGI ROBOT that can conduct activities like animals and humans 
–  that can walk down a field or street just as YOU do - something that no 
robot has ever done before.

  Now consider how you actually walk down a new field or a new street.

  Do you first “measure the distance to the end of the field/street”?   
**Before** you walk down the field?

  That’s physically impossible isn’t it? (In a normal situation).

  And in a sense it’s physically impossible for a narrow AI robot too. It 
wasn’t actually  the robot that measured the distance to the wall or goal – it 
was the PROGRAMMER.

  AGI is about creating courses of action – new courses of action - walking 
down a new field of whatever description – physical or metaphorical -  that 
*can’t* be measured or plotted in advance.

  And for that maths/measurement simply doesn’t apply -  at least not in any 
necessary way. Programs without maths are not only possible, they are essential 
here.

  Any program here can only, essentially, tell the robot to head for the goal, 
put one foot in front of the other,  and hope for the best.  Because you can’t 
know for sure what lies ahead in a new field – let alone measure it or the 
steps that must be taken.

  Narrow AI is about getting machines to take old journeys in old fields, that 
the programmer has already taken on behalf the machine – before it moves a 
metal muscle - and that the programmer knows exactly how to take.

  AGI is about getting machines to take new journeys in new fields, that robot 
and programmer alike *haven’t** already taken – *and don’t know exactly how to 
take.** (or measure).

  Nobody in AGI gets the distinction. 


    From: Logan Streondj 
  Sent: Tuesday, January 01, 2013 7:45 PM
  To: AGI 
  Subject: Re: [agi] Why Logic & Maths Have Sweet FA to do with Real world 
reasoning




  On Tue, Jan 1, 2013 at 5:15 AM, Mike Tintner <[email protected]> wrote:

    Logan:I simply said that math was necessary for programming to work

    Really? You are saying that a robot can’t take steps to a goal – walk 
across a room or field – without some kind of counting or numbers being 
involved? 

  certainly! have you ever programmed a robot?


  You have to measure the distance to the wall so you don't walk into it. Also 
assuming it has legs has to calculate step length so it doesn't exceed the 
amount of space available.  Sure when you walk, you don't explicitly count it 
in mm or w/e, but you do implicitly based on measuring the amount of visible 
space,  much of course is done by lower brain regions which are out of the way 
of conscious thinking.


   
    That – wh. is more or less what David talks about -  a robot “taking steps 
to a goal” – is a good v. general way to think about both the final function of 
programming and AGI. Why do those steps have to involve maths?  

  even version increments involve counting. I use a hexadecimal increment 
system in my roadmap. GIT uses sha hashes for versioning, which is a more 
complicated numbering system, that uses more advanced math functionality.


    (There does have to be some sense of quantities – for example, of putting 
more or less effort into those steps – but again why does that quantitative 
sense have to be precisely mathematical rather than crudely emotional? 

  Emotions are for making the actual decisions, whereas math helps quantify the 
options, allowing for smarter decisions, which may lead to more positive 
emotions.


    When you do pressups,  do you think your system is performing mathematical 
calculations of effort – or is your sense of pain rather something very crudely 
and imperfectly fluidly quantitative? After all, your system doesn’t actually 
know its precise limits – how can they be quantified?)

  sure they can be quantified, with kg's and things like that.  A healthy 
vertabrate can on average safely lift and carry about 25% of their body weight 
for prolonged periods of time. 

  Though potentially a 100% or more for short intervals. 


  If getting groceries from the store, I often at least make rough calculations 
of how many kg I'm getting, as I carry the food in my backpack, and if I'm 
walking it could be half an hour of carrying or more.  It can be very grueling 
to carry too much, so I like to be able to estimate with kg and know how much 
is safe. 



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