Yeah there's a reason that the quantum computing field has moved away from attempting factorisations. Not that there's not still hype and misleading claims being punished, but the hardware has improved a ton since 2001 and ever closer to actual useful quantum computation (such as large size quantum chemistry calculations).
Are those useful computations in the room with us right now? No, but seriously, I feel like factorization is the one application that could justify those massive investments QC is receiving (even though it would probably make the world strictly worse...). All those other applications, no matter how neat, I feel are quite niche. Like, "simulate pairs of electrons in the Ising model". Cool. Is that a multi-billion doll…
Replication of Quantum Factorisation Records with an 8-bit Home Computer [pdf]
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Re: Replication of Quantum Factorisation Records with an 8-bit Home Computer [pdf]
#12Yeah there's a reason that the quantum computing field has moved away from attempting factorisations. Not that there's not still hype and misleading claims being punished, but the hardware has improved a ton since 2001 and ever closer to actual useful quantum computation (such as large size quantum chemistry calculations).
Are those useful computations in the room with us right now? No, but seriously, I feel like factorization is the one application that could justify those massive investments QC is receiving (even though it would probably make the world strictly worse...). All those other applications, no matter how neat, I feel are quite niche. Like, "simulate pairs of electrons in the Ising model". Cool. Is that a multi-billion doll…
Or as another example, I'm currently at a conference listening to a PhD student's research on biomolecular structure prediction (for protein design).
Re: Replication of Quantum Factorisation Records with an 8-bit Home Computer [pdf]
#13Re: Replication of Quantum Factorisation Records with an 8-bit Home Computer [pdf]
#14Somewhat related is the work done in "Falling with Style: Factoring up to 255 “with” a Quantum Computer" published in the proceedings of SIGBOVIK 2025 [1]. The author, Craig Gidney [2], successfully factored all odd composite numbers up to 255 using Shor's algorithm, even though the quantum circuits involved were such that any meaningful output would be overwhelmed by noise (and indeed, performance was maintained whe…
I really hope he eventually gets the recognition he deserves, outside of just experts in the field.
Re: Replication of Quantum Factorisation Records with an 8-bit Home Computer [pdf]
#15Earlier quoted context omitted.
Are those useful computations in the room with us right now? No, but seriously, I feel like factorization is the one application that could justify those massive investments QC is receiving (even though it would probably make the world strictly worse...). All those other applications, no matter how neat, I feel are quite niche. Like, "simulate pairs of electrons in the Ising model". Cool. Is that a multi-billion doll…
Ground state and activation energy estimation for chemistry would be really useful. I know chemists are looking specifically at nitrogen fixation as one useful example. Or as another example, I'm currently at a conference listening to a PhD student's research on biomolecular structure prediction (for protein design).
Its a device that makes and analyzes at the same time, check out this primer:
https://warwick.ac.uk/fac/sci/chemistry/research/oconnor/oco...
Re: Replication of Quantum Factorisation Records with an 8-bit Home Computer [pdf]
#16Yeah there's a reason that the quantum computing field has moved away from attempting factorisations. Not that there's not still hype and misleading claims being punished, but the hardware has improved a ton since 2001 and ever closer to actual useful quantum computation (such as large size quantum chemistry calculations).
Are those useful computations in the room with us right now? No, but seriously, I feel like factorization is the one application that could justify those massive investments QC is receiving (even though it would probably make the world strictly worse...). All those other applications, no matter how neat, I feel are quite niche. Like, "simulate pairs of electrons in the Ising model". Cool. Is that a multi-billion doll…
Re: Replication of Quantum Factorisation Records with an 8-bit Home Computer [pdf]
#17Earlier quoted context omitted.
Are those useful computations in the room with us right now? No, but seriously, I feel like factorization is the one application that could justify those massive investments QC is receiving (even though it would probably make the world strictly worse...). All those other applications, no matter how neat, I feel are quite niche. Like, "simulate pairs of electrons in the Ising model". Cool. Is that a multi-billion doll…
Factorization could have number theory implications I suppose. Using quantum effects to break cryptography wouldn't have any real long term advantages unless you aspired to be some sort of a supervillain.
It's of interest to governments, for national security reasons. Quantum computing is an arms race.
Re: Replication of Quantum Factorisation Records with an 8-bit Home Computer [pdf]
#18I'm not sure that is true in the way it is intended. The NMOS transistors used in the 6502 were quite large and worked on the basis of electrostatic charges ... as opposed to bipolar transistors that are inherently quantum in operation.
Of course it is now understood that everything that does anything is at some level dependent on quantum effects. That would include the dog...
Re: Replication of Quantum Factorisation Records with an 8-bit Home Computer [pdf]
#19> In the Callas Normal Form, the factors are integers p = 2^{n-1} and q = 2^{m+1}, where n ≤ m, and p and q are ideally prime, but don’t have to be. The paper's formatting clearly went wrong here, as it should have read p = 2^n - 1 and q = 2^m + 1. The "Proposed Quantum Factorisation Evaluation Criteria" are excellent, but for measuring progress, the required minimum factor size of 64 bits is too large. A good milest…
Re: Replication of Quantum Factorisation Records with an 8-bit Home Computer [pdf]
#20>...6502 microprocessor from 1975. Since this processor uses transistors, and transistors work by using quantum effects, a 6502 is as much a quantum device as is a D-Wave “quantum computer”. I'm not sure that is true in the way it is intended. The NMOS transistors used in the 6502 were quite large and worked on the basis of electrostatic charges ... as opposed to bipolar transistors that are inherently quantum in ope…