Total Light Theory continued.

It is also telling that they do not have exposure / integration time / anything like that as a user-entered parameter in their calculator, instead it is X axis http://camera.hamamatsu.com/eu/en/technical_guides/relative_snr/index.html
Surprise surprise, no mention of total light on the x-axis, just photons...
Those photons are total light per pixel ;) How we form an image from those pixels is out of their control. They provide just the raw data.
I think we should be campaigning for a better deal for photons.
For the new deal. Part of it must be demosaicking ;)
Something like that. I always thought it was discriminatory, the way poor photons get segregated into 'signal' (good) and 'noise' (bad). Seems to me there's a bit of good and bad in every photon.
True, but that exceeds the limits of the instrumentation that is available to me. So I think, like it is with colour management, I opt for smoothness.
Photons in tuxedos only?
Smelling Talisker.
And when they arrive at your sensor, they do so driving an Aston.
Reciting "If—"
I think that's more their targets:

If you can keep your energy level when all about you are losing theirs and blaming it on you, you'll be an electron, my lepton.
Stiff upper lip and not encountering in strong interactions :)

You know that our spectrometer is controlled by particle photon ;)
And when you confront it, it sits there stroking its cation.
 
As always, the Hamamatsu article does not even consider the size of the sensor.
Well that's because it makes no difference to the SNR. In the photon noise limited regime, only the number of photons captured is important.
IMHO, the size of the sensor (rather the number of pixels, actually) can play a role in parctise. SNR could be affected by how different pixels are combined together for a comparison of large / small or more accurately low / high MP pixel sensors.
Feel free to take the discussion in that direction.

In the context of my response to Porky89, I am concentrating on the fixed pixel count scenario to keep things focussed.
That's an important point. When dealing with the likes of Porky, interesting diversions are unproductive.
 
As always, the Hamamatsu article does not even consider the size of the sensor.
Well that's because it makes no difference to the SNR. In the photon noise limited regime, only the number of photons captured is important.
IMHO, the size of the sensor (rather the number of pixels, actually) can play a role in parctise. SNR could be affected by how different pixels are combined together for a comparison of large / small or more accurately low / high MP pixel sensors.
Feel free to take the discussion in that direction.

In the context of my response to Porky89, I am concentrating on the fixed pixel count scenario to keep things focussed.
That's an important point. When dealing with the likes of Porky, interesting diversions are unproductive.
The diversions are the only things that keep me reading.

Jim
 
As always, the Hamamatsu article does not even consider the size of the sensor.
Well that's because it makes no difference to the SNR. In the photon noise limited regime, only the number of photons captured is important.
IMHO, the size of the sensor (rather the number of pixels, actually) can play a role in parctise. SNR could be affected by how different pixels are combined together for a comparison of large / small or more accurately low / high MP pixel sensors.
Feel free to take the discussion in that direction.

In the context of my response to Porky89, I am concentrating on the fixed pixel count scenario to keep things focussed.
That's an important point. When dealing with the likes of Porky, interesting diversions are unproductive.
The diversions are the only things that keep me reading.

Jim
Sure, but you're not Porky.
 
One result of the total light theory is that it suggests that if you are able to capture more total light, you will have better signal to noise.

Apparently the astronomers have bought into this. They tend to talk about how much light their telescopes can gather, not the size of the sensor.

If increasing sensor size improved signal to noise, we would see small telescopes with very large sensors. The fact that we see very large telescope (very wide aperture diameters) suggests that the people who are serious about working in low light have bought into the total light theory.
 
Thanks for your response. I suspected, a bit late, that what I proposed wasn't feasible.
You are welcome. I must say that entropy is not the only information measure. In fact, Gabor intended his time-frequency cell (Gaussian atom) to provide minimum, single 'logon of information'. But, Shannon's idea got more traction regarding 'information'. Gabor became successful in signal analysis.

In any case, entropy, or maximum entropy, which is applicable here, just goes with our usual intuition that, loosely speaking, without prior info the best strategy is to consider all outcomes equally (more or less) likely.

--
Dj Joofa
http://www.djjoofa.com
 
Last edited:
One result of the total light theory is that it suggests that if you are able to capture more total light, you will have better signal to noise.

Apparently the astronomers have bought into this. They tend to talk about how much light their telescopes can gather, not the size of the sensor.

If increasing sensor size improved signal to noise, we would see small telescopes with very large sensors. The fact that we see very large telescope (very wide aperture diameters) suggests that the people who are serious about working in low light have bought into the total light theory.
Oh, no. The process of assigning mythical status to 'total light theory' starts. Come on guys, what exactly is there to understand that more signal means better quality?

Lets not pull a GB here. :-)

--
Dj Joofa
http://www.djjoofa.com
 
Last edited:
One result of the total light theory is that it suggests that if you are able to capture more total light, you will have better signal to noise.

Apparently the astronomers have bought into this. They tend to talk about how much light their telescopes can gather, not the size of the sensor.

If increasing sensor size improved signal to noise, we would see small telescopes with very large sensors. The fact that we see very large telescope (very wide aperture diameters) suggests that the people who are serious about working in low light have bought into the total light theory.
Oh, no. The process of assigning mythical status to 'total light theory' starts. Come on guys, what exactly is there to understand that more signal means better quality?

Lets not pull a GB here. :-)
A slight confusion of terms here. Having a stronger carrier of the signal improves quality. That's the point, not that the signal increases (it clearly doesn't, the 'message' doesn't change) but that the 'signal to noise' improves.
 
One result of the total light theory is that it suggests that if you are able to capture more total light, you will have better signal to noise.

Apparently the astronomers have bought into this. They tend to talk about how much light their telescopes can gather, not the size of the sensor.

If increasing sensor size improved signal to noise, we would see small telescopes with very large sensors. The fact that we see very large telescope (very wide aperture diameters) suggests that the people who are serious about working in low light have bought into the total light theory.
Oh, no. The process of assigning mythical status to 'total light theory' starts. Come on guys, what exactly is there to understand that more signal means better quality?

Lets not pull a GB here. :-)
A slight confusion of terms here. Having a stronger carrier of the signal improves quality. That's the point, not that the signal increases (it clearly doesn't, the 'message' doesn't change) but that the 'signal to noise' improves.
Now you are exactly pulling a GB.
 
One result of the total light theory is that it suggests that if you are able to capture more total light, you will have better signal to noise.

Apparently the astronomers have bought into this. They tend to talk about how much light their telescopes can gather, not the size of the sensor.

If increasing sensor size improved signal to noise, we would see small telescopes with very large sensors. The fact that we see very large telescope (very wide aperture diameters) suggests that the people who are serious about working in low light have bought into the total light theory.
Oh, no. The process of assigning mythical status to 'total light theory' starts. Come on guys, what exactly is there to understand that more signal means better quality?

Lets not pull a GB here. :-)
A slight confusion of terms here. Having a stronger carrier of the signal improves quality. That's the point, not that the signal increases (it clearly doesn't, the 'message' doesn't change) but that the 'signal to noise' improves.
i don't think I buy this completely. Consider plain old AM, with the carrier unsuppressed and both sidebands in place. The signal is in the sidebands. Increasing the carrier without increasing the sidebands isn't going to help a lot. In fact, you don't need the carrier at all to demodulate the signal.

Jim
 
One result of the total light theory is that it suggests that if you are able to capture more total light, you will have better signal to noise.
Yes. I think that one of the things that confuses people is what the 'signal' is. It is the 'message', that is the information about the scene in front of the camera, not the stream of photons incident on the sensor, or the modulated voltage coming off the sensor, or the string of numbers coming off the ADC, those are all 'carriers'.
Apparently the astronomers have bought into this. They tend to talk about how much light their telescopes can gather, not the size of the sensor.

If increasing sensor size improved signal to noise, we would see small telescopes with very large sensors. The fact that we see very large telescope (very wide aperture diameters) suggests that the people who are serious about working in low light have bought into the total light theory.
I think the major problem some people have is giving what they think is blindingly obvious a name like 'total light theory'. The problem is, if it was blindingly obvious to all, it wouldn't be so controversial. A lot of the opposition is from people who simply don't understand what 'exposure' is, and it got the name 'total light' simply because Joe was looking for a term alternative to 'exposure' to define whatever it is (actually, luminous energy) that determines the SNR of the image projected on the sensor.
 
One result of the total light theory is that it suggests that if you are able to capture more total light, you will have better signal to noise.

Apparently the astronomers have bought into this. They tend to talk about how much light their telescopes can gather, not the size of the sensor.

If increasing sensor size improved signal to noise, we would see small telescopes with very large sensors. The fact that we see very large telescope (very wide aperture diameters) suggests that the people who are serious about working in low light have bought into the total light theory.
Oh, no. The process of assigning mythical status to 'total light theory' starts. Come on guys, what exactly is there to understand that more signal means better quality?

Lets not pull a GB here. :-)
A slight confusion of terms here. Having a stronger carrier of the signal improves quality. That's the point, not that the signal increases (it clearly doesn't, the 'message' doesn't change) but that the 'signal to noise' improves.
i don't think I buy this completely. Consider plain old AM, with the carrier unsuppressed and both sidebands in place. The signal is in the sidebands. Increasing the carrier without increasing the sidebands isn't going to help a lot. In fact, you don't need the carrier at all to demodulate the signal.
I like this example. Only a bonafide engineer can say stuff as above.
 
One result of the total light theory is that it suggests that if you are able to capture more total light, you will have better signal to noise.

Apparently the astronomers have bought into this. They tend to talk about how much light their telescopes can gather, not the size of the sensor.

If increasing sensor size improved signal to noise, we would see small telescopes with very large sensors. The fact that we see very large telescope (very wide aperture diameters) suggests that the people who are serious about working in low light have bought into the total light theory.
Oh, no. The process of assigning mythical status to 'total light theory' starts. Come on guys, what exactly is there to understand that more signal means better quality?

Lets not pull a GB here. :-)
A slight confusion of terms here. Having a stronger carrier of the signal improves quality. That's the point, not that the signal increases (it clearly doesn't, the 'message' doesn't change) but that the 'signal to noise' improves.
i don't think I buy this completely. Consider plain old AM, with the carrier unsuppressed and both sidebands in place. The signal is in the sidebands. Increasing the carrier without increasing the sidebands isn't going to help a lot. In fact, you don't need the carrier at all to demodulate the signal.

Jim
I think that's an extension over time of the term 'carrier'. In the sense I'm talking about, the sidebands are the 'carrier'. The 'signal' isn't 'in' the sidebands, it's modulated onto the sidebands.

This is the problem with many of these terms, the usage starts being reasonably precise, then it blurs and becomes imprecise. In the sense that Shannon meant, the 'signal' is the 'message' (series of symbols) and the 'carrier' is the mechanism used to transmit that message.
 
One result of the total light theory is that it suggests that if you are able to capture more total light, you will have better signal to noise.

Apparently the astronomers have bought into this. They tend to talk about how much light their telescopes can gather, not the size of the sensor.

If increasing sensor size improved signal to noise, we would see small telescopes with very large sensors. The fact that we see very large telescope (very wide aperture diameters) suggests that the people who are serious about working in low light have bought into the total light theory.
Oh, no. The process of assigning mythical status to 'total light theory' starts. Come on guys, what exactly is there to understand that more signal means better quality?

Lets not pull a GB here. :-)
A slight confusion of terms here. Having a stronger carrier of the signal improves quality. That's the point, not that the signal increases (it clearly doesn't, the 'message' doesn't change) but that the 'signal to noise' improves.
Now you are exactly pulling a GB.
That's probably a good thing, well certainly compared to 'pulling a Joofa'. In the information theoretic sense, what I said is exactly correct.
 
One result of the total light theory is that it suggests that if you are able to capture more total light, you will have better signal to noise.

Apparently the astronomers have bought into this. They tend to talk about how much light their telescopes can gather, not the size of the sensor.

If increasing sensor size improved signal to noise, we would see small telescopes with very large sensors. The fact that we see very large telescope (very wide aperture diameters) suggests that the people who are serious about working in low light have bought into the total light theory.
Oh, no. The process of assigning mythical status to 'total light theory' starts. Come on guys, what exactly is there to understand that more signal means better quality?

Lets not pull a GB here. :-)
A slight confusion of terms here. Having a stronger carrier of the signal improves quality. That's the point, not that the signal increases (it clearly doesn't, the 'message' doesn't change) but that the 'signal to noise' improves.
i don't think I buy this completely. Consider plain old AM, with the carrier unsuppressed and both sidebands in place. The signal is in the sidebands. Increasing the carrier without increasing the sidebands isn't going to help a lot. In fact, you don't need the carrier at all to demodulate the signal.
I like this example. Only a bonafide engineer can say stuff as above.
Maybe why in my career I've ended up several times having to do the job that 'bonafide engineers' couldn't.
 
One result of the total light theory is that it suggests that if you are able to capture more total light, you will have better signal to noise.

Apparently the astronomers have bought into this. They tend to talk about how much light their telescopes can gather, not the size of the sensor.

If increasing sensor size improved signal to noise, we would see small telescopes with very large sensors. The fact that we see very large telescope (very wide aperture diameters) suggests that the people who are serious about working in low light have bought into the total light theory.
Oh, no. The process of assigning mythical status to 'total light theory' starts. Come on guys, what exactly is there to understand that more signal means better quality?

Lets not pull a GB here. :-)
A slight confusion of terms here. Having a stronger carrier of the signal improves quality. That's the point, not that the signal increases (it clearly doesn't, the 'message' doesn't change) but that the 'signal to noise' improves.
i don't think I buy this completely. Consider plain old AM, with the carrier unsuppressed and both sidebands in place. The signal is in the sidebands. Increasing the carrier without increasing the sidebands isn't going to help a lot. In fact, you don't need the carrier at all to demodulate the signal.
I like this example. Only a bonafide engineer can say stuff as above.
Maybe why in my career I've ended up several times having to do the job that 'bonafide engineers' couldn't.
Jim is definitely a bonafide engineer. There is a special way that engineers think, which makes the world go, the no-nonsense approach, abstract-nonsense free approach, lets go and do it mindset. Jim has all of them, and more.

And, certainly he stays out of making things needlessly complicated.
 
One result of the total light theory is that it suggests that if you are able to capture more total light, you will have better signal to noise.

Apparently the astronomers have bought into this. They tend to talk about how much light their telescopes can gather, not the size of the sensor.

If increasing sensor size improved signal to noise, we would see small telescopes with very large sensors. The fact that we see very large telescope (very wide aperture diameters) suggests that the people who are serious about working in low light have bought into the total light theory.
Oh, no. The process of assigning mythical status to 'total light theory' starts. Come on guys, what exactly is there to understand that more signal means better quality?

Lets not pull a GB here. :-)
A slight confusion of terms here. Having a stronger carrier of the signal improves quality. That's the point, not that the signal increases (it clearly doesn't, the 'message' doesn't change) but that the 'signal to noise' improves.
i don't think I buy this completely. Consider plain old AM, with the carrier unsuppressed and both sidebands in place. The signal is in the sidebands. Increasing the carrier without increasing the sidebands isn't going to help a lot. In fact, you don't need the carrier at all to demodulate the signal.
I think that's an extension over time of the term 'carrier'. In the sense I'm talking about, the sidebands are the 'carrier'. The 'signal' isn't 'in' the sidebands, it's modulated onto the sidebands.
I've never heard that use of the word "carrier" in EE circles. I think it would be pretty confusing to have two meanings for the same word that are likely to be used in the same conversation.

In AM, one of the sidebands, which is all you really need if you can tolerate some SNR loss, is just the baseband signal shifted in frequency.
This is the problem with many of these terms, the usage starts being reasonably precise, then it blurs and becomes imprecise. In the sense that Shannon meant, the 'signal' is the 'message' (series of symbols) and the 'carrier' is the mechanism used to transmit that message.
I see. Did Shannon use the word "carrier" that way? And did he ever talk about the power of the "carrier"?

Maybe I'm about to learn something.

Jim
 
One result of the total light theory is that it suggests that if you are able to capture more total light, you will have better signal to noise.

Apparently the astronomers have bought into this. They tend to talk about how much light their telescopes can gather, not the size of the sensor.

If increasing sensor size improved signal to noise, we would see small telescopes with very large sensors. The fact that we see very large telescope (very wide aperture diameters) suggests that the people who are serious about working in low light have bought into the total light theory.
Oh, no. The process of assigning mythical status to 'total light theory' starts. Come on guys, what exactly is there to understand that more signal means better quality?

Lets not pull a GB here. :-)
A slight confusion of terms here. Having a stronger carrier of the signal improves quality. That's the point, not that the signal increases (it clearly doesn't, the 'message' doesn't change) but that the 'signal to noise' improves.
i don't think I buy this completely. Consider plain old AM, with the carrier unsuppressed and both sidebands in place. The signal is in the sidebands. Increasing the carrier without increasing the sidebands isn't going to help a lot. In fact, you don't need the carrier at all to demodulate the signal.
I like this example. Only a bonafide engineer can say stuff as above.
Maybe why in my career I've ended up several times having to do the job that 'bonafide engineers' couldn't.
Jim is definitely a bonafide engineer.
I don't doubt it.
There is a special way that engineers think, which makes the world go, the no-nonsense approach, abstract-nonsense free approach, lets go and do it mindset. Jim has all of them, and more.
That let's you out, then.
And, certainly he stays out of making things needlessly complicated.
You could learn from him.
 
One result of the total light theory is that it suggests that if you are able to capture more total light, you will have better signal to noise.

Apparently the astronomers have bought into this. They tend to talk about how much light their telescopes can gather, not the size of the sensor.

If increasing sensor size improved signal to noise, we would see small telescopes with very large sensors. The fact that we see very large telescope (very wide aperture diameters) suggests that the people who are serious about working in low light have bought into the total light theory.
Oh, no. The process of assigning mythical status to 'total light theory' starts. Come on guys, what exactly is there to understand that more signal means better quality?

Lets not pull a GB here. :-)
A slight confusion of terms here. Having a stronger carrier of the signal improves quality. That's the point, not that the signal increases (it clearly doesn't, the 'message' doesn't change) but that the 'signal to noise' improves.
Now you are exactly pulling a GB.
That's probably a good thing, well certainly compared to 'pulling a Joofa'.
Oh no, what me and GB? No comparison. GB certainly has talent. I wish I could obfuscate things so much.
In the information theoretic sense, what I said is exactly correct.
If you say so. Who is going to argue with a guy who corrects 'bonafide engineers'. :-)
 
One result of the total light theory is that it suggests that if you are able to capture more total light, you will have better signal to noise.

Apparently the astronomers have bought into this. They tend to talk about how much light their telescopes can gather, not the size of the sensor.

If increasing sensor size improved signal to noise, we would see small telescopes with very large sensors. The fact that we see very large telescope (very wide aperture diameters) suggests that the people who are serious about working in low light have bought into the total light theory.
Oh, no. The process of assigning mythical status to 'total light theory' starts. Come on guys, what exactly is there to understand that more signal means better quality?

Lets not pull a GB here. :-)
A slight confusion of terms here. Having a stronger carrier of the signal improves quality. That's the point, not that the signal increases (it clearly doesn't, the 'message' doesn't change) but that the 'signal to noise' improves.
i don't think I buy this completely. Consider plain old AM, with the carrier unsuppressed and both sidebands in place. The signal is in the sidebands. Increasing the carrier without increasing the sidebands isn't going to help a lot. In fact, you don't need the carrier at all to demodulate the signal.
I like this example. Only a bonafide engineer can say stuff as above.
Maybe why in my career I've ended up several times having to do the job that 'bonafide engineers' couldn't.
Jim is definitely a bonafide engineer.
I don't doubt it.
Good.
There is a special way that engineers think, which makes the world go, the no-nonsense approach, abstract-nonsense free approach, lets go and do it mindset. Jim has all of them, and more.
That let's you out, then.
I'm nothing.
And, certainly he stays out of making things needlessly complicated.
You could learn from him.
Definitely! In fact I have learned many things from Jim. Alan R. and Jack Hogan get a honorable mention, too.
 

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