2,920 karma · joined December 16, 2009
Relevant quote: "The ideal number of arguments for a function is zero (niladic). Next comes one (monadic), followed closely by two (dyadic). Three arguments (triadic) should be avoided where possible. More than three (polyadic) requires very special justification—and then shouldn’t be used anyway."
I think there's a huge difference between simply saying "unbounded" compared to going through that detailed explanation you just gave. In the latter case, it's very clear what the difference is. But without the explanation I'd guess that people will think something like this:
unbounded -> without bound -> infinite
In other words, without the explanation "unbounded" becomes a synonym for "infinite".Can you clarify what off-putting complex dynamic you're referring to?
My two cents:
You can't steal what isn't owned. If you think my idea is really good and then you act on it, you haven't stolen anything from me. I never owned that idea because ideas can't be owned. What if someone else three thousand miles away has the same idea? Do we both own it? Did you steal it from both of us?
On the other hand if, in your scenario, there was an established business plan, and other proprietary details that were taken, that's theft.
I guess it comes down to the details.
I think that's just plain market competition :)
I'd like some way to say ..."hey...I'm going to try something out....I'd like for nobody on the planet to compete for at least 5 years while I give it my best. After that feel free, but in the meantime leave the potential market all to me."
I think that's how some people expect to (ab)use the patent system to their advantage.
Not until the choice is taken away do consumers (appear to) make a change.
We could all be driving electric cars right now if consumers were making real choices. But we won't see a great number of electrics selling until they become so good that the gasoline car is practically taken off of the table as a viable choice. You can then credit the change to the consumers, but it's really much greater forces at work behind the scenes making it happen.
My only regret is that I paid for Windows.
This isn't about being a hacker at all. It's about doing some entry level penetration testing with a software suite designed for that purpose.
http://journal.stuffwithstuff.com/2013/07/18/javascript-isnt...
I'd happily agree to Self rather than Scheme but I can't edit now :)
I didn't think the cookbook had a premise. I enjoyed it because it was full of fun sounding, curious articles that one would never find elsewhere. It gave a sense of adventure and quiet rebellion to the reader and it could be enjoyed in peaceful solitude. It could also be used as a guide for fun projects with friends ("let's try to make thermite!") or just some exciting group discussion.
They're going to have to show much less marketing hype and much more practical use. Especially for a $3000 pre-order.
[1]best guess
Personally I could do without all that - I just want a really nice looking virtual 2D screen projected in front of me so I can finally ditch my fixed-in-place monitor.
That's true in either case though. Once you finger overflow the real representation is up to interpretation of what came before and what the known base is. That's why (as stated in a previous response) I think base 6 is most appropriate for our hands. You can accurately and naturally represent numbers 0 to 35 with no weird shenannigans.
show ten fingers, close both fists, show nine fingers. (eleven plus nine)
Anyway...there are other alternatives if you're going to attribute the origin of our numeric system to the number of fingers we have. A base 6 system would be really likely as well. One hand could represent the most significant digit, and the other could represent the least significant digit. Then you could easily count to 35 with your fingers before you finger overflow.
Or you could do a binary finger count where every finger represents a different significant digit. Then you're at 1023 before you finger overflow. This is more unlikely given the large number and the unintuitive idea that each finger represents exponentially more value than the previous one. Plus you end up with some really awkward finger positions to represent certain numbers.
But I'm just not buying the idea that base ten is most likely because we have ten fingers. I'd say the base 6 system is best for our fingers. Overflow in one hand just naturally increments the finger count in the other hand. And as with the base eleven or two systems, each finger always represents the same written glyph.
If you were using base eleven you'd put your pebble down when you hit dec(11) aka base11(10). That pebble represents dec(11). Then first finger would be dec(12) aka base11(11) and once again your first finger represents 1.
So in base11 [1,2,3,4,5,6,7,8,9,A] - pebble - [11,12,13,14,15,16,17,18,19,1A]
A pebble and five fingers would be dec(16) instead of dec(15) but your five fingers still represent 5. The pebble represents 11 instead of 10.
But really, once you're into double digits you normally wouldn't be counting on your fingers anymore. You write 10.
How does having 10 fingers matter in a base ten system? If we're going by finger count a base11 system seems more appropriate - we'd have a unique symbol for each finger. And that way you can count all the values of the first position with your fingers and you only move to double digit numbers when you run out of fingers.
Anyway, as alluded to in the article, we should be using a base12 system: http://io9.com/5977095/why-we-should-switch-to-a-base+12-cou...
for example https://devcenter.heroku.com/articles/config-vars