Re: Is Intel exceptionally unsuccessful as an architecture designer?

On 22/09/2024 13:26, Michael S wrote:

On Sun, 22 Sep 2024 12:58:36 +0200
David Brown <david.brown@hesbynett.no> wrote:
 

On 22/09/2024 10:48, Michael S wrote:

On Sat, 21 Sep 2024 20:30:40 +0200
David Brown <david.brown@hesbynett.no> wrote:
  

>
Actual physicists know that quantum mechanics is not complete - it
is not a "theory of everything", and does not explain everything.
It is, like Newtonian gravity and general relativity, a
simplification that gives an accurate model of reality within
certain limitations, and hopefully it will one day be superseded
by a new theory that models reality more accurately and over a
wider range of circumstances.  That is how science works.
>
As things stand today, no such better theory has been developed.

>
Actually, such theory (QED) was proposed by Paul Dirac back in
1920s and further developed by many others bright minds.
The trouble with it (according to my not too educated
understanding) is that unlike Schrodinger equation, approximate
solutions for QED equations can't be calculated numerically by
means of Green's function. Because of that QED is rarely used
outside of field of high-energy particles and such.
>
But then, I am almost 40 years out of date. Things could have
changed.

>
I don't claim to be an expert on this field in any way, and could
easily be muddled on the details.
>
I thought QED only covered special relativity, not general relativity
- i.e., it describes particles travelling near the speed of light,
but does not handle gravity or the curvature of space-time.
>

 That sounds correct, at least for Dirac's form of QED. May be it was
amended later.
But that was not my point.
My point was that the QED is well known to be better approximation of
reality than Heisenberg's Matrix Mechanic or Schrodinger's equivalent
of it. Despite that in practice a "worse" approximation is used far
more often.
 

OK.
Of course, that is entirely normal for science - you regularly use "worse" approximations when they are easier to handle and good enough for the task.  Thus Newtonian gravity is used more than general relativity, because it is accurate enough in many circumstances while being a lot easier to understand and calculate.  The same is presumably true with QED and other quantum mechanics calculations (not that I know the details of those calculations).
Thanks for the extra information and corrections here.