[HN Gopher] A Closer Look at LightSolver's Laser-Based Processin...
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A Closer Look at LightSolver's Laser-Based Processing Unit (LPU)
Author : giuliomagnifico
Score : 32 points
Date : 2023-06-18 14:22 UTC (1 days ago)
(HTM) web link (www.allaboutcircuits.com)
(TXT) w3m dump (www.allaboutcircuits.com)
| gnramires wrote:
| Hm, they seem to be making huge theoretical claims: it seems
| they're claiming it outperforms classical Turing machine methods
| by an exponential (non-polynomial) factor. I think this would be
| a violation of Church-Turing thesis and in of itself quite
| revolutionary. It's odd this conclusion didn't receive more
| attention.
|
| On the surface, since they're not using full quantum coherence
| properties, it seems this should be possible to simulate in a
| classical computer just fine (in "polynomial time" in some sense)
| which make it unclear to me why the exponential speedup should
| exist.
|
| Nonetheless, I think this kind of machine could be useful and
| more efficient even without any exponential advantages (which to
| be frank I'm dubious of).
| [deleted]
| stncls wrote:
| > In three recent trials testing the performance and accuracy of
| the new LPU, the device showed promise against its supercomputing
| and quantum computing counterparts in the following ways:
|
| They proceed to cite three not-yet-peer-reviewed manuscripts by
| the co-founders [1,2,3]. In all three papers, they use a
| _simulation_ of their LPU (that runs on CPU or GPU), and compare
| to some classical heuristics on an AWS instance.
|
| I read [1] and the results are... preliminary at best. They
| compare their simulation to a single deep-learning-based
| heuristic called RUN-CSP on tiny MAX-2-SAT instances (<350
| variables). Deep learning is great but it is generally not SOTA
| on combinatorial problems. Still, RUN-CSP is not bad, and its
| authors seem more reasonable; in their paper, they write:
| "Despite being generic, we show that [RUN-CSP] matches or
| surpasses most greedy and semi-definite programming based
| algorithms and sometimes even outperforms state-of-the-art
| heuristics for the specific problems." Note that RUN-CSP is
| indeed generic and was by no mean fine-tuned for MAX-2-SAT.
|
| In summary, LightSolver only exists as a simulator on GPUs, that
| simulator was only tested on very niche problems, and even then
| probably not against the state-of-the-art. I am trying to be
| polite here, but to be clear: the BS-o-meter is strongly in the
| red.
|
| [1] https://arxiv.org/pdf/2302.06926.pdf
|
| [2] https://arxiv.org/pdf/2207.09517.pdf
|
| [3] https://arxiv.org/pdf/2209.03788.pdf
| light_hue_1 wrote:
| LightSolver are shameless charlatans and scammers of the highest
| order. We may one day see both founders in jail for defrauding
| their investors.
|
| Let's just look at two of their false claims:
|
| > Taking on the "3-Regular 3-XORSAT Challenge," LightSolver
| solved the problem in polynomial time, while all other state-of-
| the art classical and quantum computers solved it in exponential
| time.
|
| That is absolutely 100% false in numerous ways.
|
| First of all, they solved this in a simulation, not on their
| actual LightSolver hardware. So that means that classical
| computers can solve this problem in polynomial time just fine.
| Their hardware is totally superflous.
|
| That's not at all surprising because 3R3X is solvable in cubic
| time with Gaussian elimination or conjugate gradient methods!
| It's a thorny problem for a class of optimizers, but it poses no
| problems in general.
|
| Everything they say is just a lie. For example "Faster than
| TensorFlow". Then you click, and it's a paper comparing their
| method to one particular max-sat solver implemented in TF, RUN-
| CSP. And they implement a totally different approach, again, as a
| simulator on a classical computer. Which then turns out to be
| faster (not surprising, RUN-CSP is not state of the art in
| performance, nowhere near). In no sense does this mean they're
| faster than TF. They're just lying.
| tromp wrote:
| > 3R3X is solvable in cubic time with Gaussian elimination
|
| As explained on Wikipedia [1].
|
| [1]
| https://en.wikipedia.org/wiki/Boolean_satisfiability_problem...
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