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Your cherry picking definitions. We are talking about digital computers not some colloquial usage of the word digital like in the term digital watches. This is
by corethree 3y ago
Your cherry picking definitions. We are talking about digital computers not some colloquial usage of the word digital like in the term digital watches. This is about digital computers and analog computers and when people talk about these things in those terms they exactly mean the britannica definition I gave you.
>If you slowed down a little instead of making so many assumptions and attacking
You are the one that needs to slow down bro. I never made a single attack. I simply only remarked on your statements stating if they are wrong or their right or if you don't understand. I never made an attack on your personal character. This accusation out of nowhere, if anything this statement is the one closest to crossing the line. You need to take a chill pill and relax. There are no attacks here.
>You’re misunderstanding me and stating things in binary terms it comes to analog or digital, and still not acknowledging or understanding that there is a lot of space between fully analog and fully digital, and a spectrum of cross-over points and hybrids.
There is a lot of space but this is where you are completely wrong because we aren't just talking about digital and analog. We are talking about digital and analog computing. Key word: computing. I'm not being pedantic here. The colloquial usage of the term "digital computing" and "analog computing" exactly means the definition on britannica. Most people who know what they are talking about will use it this way and I'm informing you that you are out of the loop and you don't get it.
Then you misinterpret that as an attack when it's anything but.
>https://arxiv.org/abs/2306.09481 https://arxiv.org/abs/2306.09481
This paper isn't about what the analog vs. Digital computing debate we are having. It doesn't define what they are doing as digital or analog so it doesn't lend support in either direction. It's simply optimizing an analog process by digitizing analog values in another number system. Rns is a mathematical concept it is not the name of the overall technique they are utilizing here.
This is a hybrid, which I also talked about earlier. But you are wrong to call this new thing an "analog computer". The benefits are inline with what I stated originally. Only for speed and energy. Remember your earlier claim was about analog computing but here they are literally feeding that analog line into an ADC. Which again supports my point: the only way to increase precision of multiple analog signals is to digitize it. This is not a purely analog computation.
- dahart 3y ago> the only way to increase precision of multiple analog signals is to digitize it What do you mean? Digitizing doesn’t increase the precision of anything, it always loses precision. I don’t think you’re summarizing that paper accurately, they are most certainly talking about using analog compute units, specifically analog matrix-vector-multipliers, and a method for increasing the analog signal precision before digitizing the signal. The components used are analog compute circuits, and the title of the paper has “analog” in it. This is absolutely relevant to what I was trying to say because RNS is used here to make multiple analog data lines representing a value provide increased precision compared to a single analog data line.
- corethree 3y agoNo they digitize the signal to get the modulos. Look at the diagram. It's not relevant because there are digital operations need to get the final result BEFORE they do the final ADC conversion. It's like saying analog transistors are used to make digital gates therefore are all computers with gates are analog. They are talking about an analog MVM in a system that is doing hybrid computations both digitally and with analog systems. It completely fails to support your point of increasing precision in an analog computer with multiple analog signals. It's basically the same thing as using one analog signal per digit instead they're using one signal per modulo.