I am sort of a follower of Kurzweil, not devoted, but interested. I am more 
interested to see if physics or astronomy can detect if the universe has some 
sort of computational quality. I am guessing the answer is no, but that is 
erring on the side of pessimism, and pessimism seems to have the upper hand in 
science. Example, no life on Mars, no ETI signals, no flying cars, no 
commercial nuclear fusion, etc...
 

 

 

-----Original Message-----
From: John Clark <[email protected]>
To: everything-list <[email protected]>
Sent: Fri, Dec 11, 2015 3:04 pm
Subject: Re: Google's Quantum Computer



On Thu, Dec 10, 2015 at 11:59 AM, spudboy100 via Everything List 
<[email protected]> wrote:




​> ​Certain computer scientists have already scoffed at this development as not 
being accurate. I hope it is accurate, because the species needs all the help 
it can get to survive. At best it is a hybrid, quantum-conventional computer. 
The road to any kind of good singularity seems to be very long, and I ponder if 
there is some unappreciated development in computer engineering and materials 
science that could catapult us where we need to go, instead of the quantum?



​There could be a software breakthrough. Most mathematicians think that P is 
not equal to NP but it has never been proven, if they're wrong and they are 
equal then you wouldn't need a quantum computer, a regular computer could do 
just as well, it just needs the right algorithm. P means a problem that can be 
solved in polynomial time, that is as a problem of size X gets larger the time 
needed to solve it increases proportionally to X^n where n is a constant and 
not as n^X which would be much more difficult. NP stands for "nondeterministic 
polynomial time" it is a class of problems that are hard to solve but if I gave 
you the answer it would be easy for you to check and see if my answer was 
correct. For example it's hard to factor large numbers but if I gave you the 
factors it would be easy for you to multiply the number together and see if I 
was correct; but if P=NP then then the two are equally easy to solve we just 
haven't found the right algorithm yet, but as I say P is probably not the same 
as NP. 


 Some problems are of a class that is even more difficult to solve, for example 
finding the shortest route connecting the 48 capital cities of the lower 48 
states of the USA;  even if I gave you the answer it would be very difficult 
for you to know if I was correct or not and prove there wasn't a shorter route. 
Even a Quantum Computer couldn't help you with these sorts of problems,  it's 
much harder than protein folding, even nature can't solve them so they are of 
little interest to physicists.  


As for hardware advances,  Ray Kurzweil estimates that the human brain has 
about 10^13 bits of memory and can perform about 10^16 calculations per second, 
and with nanotechnology by 2045 even without quantum computers you could 
purchase enough hardware to simulate one billion human brains for about $1000. 
And that's why he calls it a singularity.


  John K Clark 


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