HiFi vs. Computer

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"Tim Martin" wrote ...
> Any digital storage of an analog signal compresses it.

You'd better explain that if you don't want people to think you
are completely daft.

> That is, for any method of storing an analog signal in x bits, it is
> possible to devise a digital storage mechanism using >x bits which can be
> used to reproduce a more accurate rendition of the original analog signal.

Do you have some magic method of creating additional data where
there was none before? Don't even answer this message, rush down
and patent it and become an instant millionaire.
 
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Tim Martin wrote:
> That is, for any method of storing an analog signal in x bits, it is
> possible to devise a digital storage mechanism using >x bits which can be
> used to reproduce a more accurate rendition of the original analog signal.

Well, yes, analog is _theoretically_ infinite precision. And 1 is
theoretically different from
..999999999999999999999999999999999999999999999999999999999999999999999999999
.... but for most practical purposes, "good enough" really is Good
Enough. Human hearing is not infinitely accurate. Nor is any real-world
recording medium.

Digital beats the accuracy of most analog media quite handily, given a
suprisingly small investment. The limiting factor, actually, tends to be
the analog hardware used to get the signal into and out of digital form.
 
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Alex Rodriguez wrote:
> For word processing, the computer easily wins. For music reproduction, the
> good HiFi will easily win.

Your CD player is a computer. Most of the music you're hearing these
days passed through computers before it reached you. I'm sorry, but you
really don't know what you're talking about.
 
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"Joe Kesselman" wrote ..
> Alex Rodriguez wrote:
> > For word processing, the computer easily wins. For music reproduction,
the
> > good HiFi will easily win.
>
> Your CD player is a computer. Most of the music you're hearing these
> days passed through computers before it reached you. I'm sorry, but you
> really don't know what you're talking about.

Certainly EVERYTHING you hear over the air and EVERYTHING you can
buy on CD passed through several "computers" of various kinds. You'd have
to go to a vintage record store to find pure-analog recordings these days.
 
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OK, it's clear that some of the folks on this topic are just here to
troll. Since they're incurable, I'm gone.
 
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On Wed, 01 Jun 2005 10:59:23 GMT, "Tim Martin"
<tim2718281@ntlworld.com> wrote:

>Any digital storage of an analog signal compresses it.
>
>That is, for any method of storing an analog signal in x bits, it is
>possible to devise a digital storage mechanism using >x bits which can be
>used to reproduce a more accurate rendition of the original analog signal.

You don't understand sampling, do you? :)
 
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"Tim Martin" <tim2718281@ntlworld.com> wrote in message
news:fygne.4449$ci4.544@newsfe6-win.ntli.net...
>
> "Wessel Dirksen" <wdirksen@gmail.com> wrote in message
> news:1117531748.282381.35020@z14g2000cwz.googlegroups.com...
>
>> I used to be very reluctant to believe that
>> lossless compression would really work although rationally you know it
>> has to.
>
> Any digital storage of an analog signal compresses it.
>
> That is, for any method of storing an analog signal in x bits, it is
> possible to devise a digital storage mechanism using >x bits which can be
> used to reproduce a more accurate rendition of the original analog signal.

What if the original x bits has more resolution than the original media ?

geoff
 

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>> That is, for any method of storing an analog signal in x bits, it is
>> possible to devise a digital storage mechanism using >x bits which can be
>> used to reproduce a more accurate rendition of the original analog
>> signal.
>
> What if the original x bits has more resolution than the original media ?

If it has sufficiently more, then the digital copy will be at least as
accurate as any analog copy.
 
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In article <l5ednQWyVKVaTwHfRVn-3g@comcast.com>, arnyk@hotpop.com says...
>
>
>Alex Rodriguez wrote:
>> In article <8i0n91pgla3bg5i5kc0khls4t42p5453nh@4ax.com>,
>> patent3@dircon.co.uk says...
>>>
>>>
>>> On Mon, 30 May 2005 16:08:09 -0400, Alex Rodriguez
>>> <adr5@columbia.edu> wrote:
>>>
>>>> In article <slrnd9k37v.4ve.calmar@news.calmar.ws>,
>calmar@calmar.ws
>>>> says...
>>>>
>>>>> Hi,
>>>>> I'm wondering, how a good computer with a good graphic
>card + good
>>>>> speakers can compare to a good HiFi System?
>>>>> Since good soundcards can be quite expensive, and that
>only for
>>>>> the card itself, I would suspect, that that good
>>>>> computer/soundcard and good speaker combo can be as
>good as a good
>>>>> HiFi System?
>>>>> So I really don't know much about these things.
>>>>
>>>> For word processing, the computer easily wins. For
>music
>>>> reproduction, the good HiFi will easily win.
>>>
>>> And your evidence for this is, what, exactly?
>>
>> No keyboard on the HiFI.
>
>How does the keyboard detract from music reproduction on the
>computer?

No keyboard on the HiFi makes it hard to use it for word processing. :)
----------------
Alex
 
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Joe Kesselman wrote:
> Tim Martin wrote:
> > That is, for any method of storing an analog signal in x bits, it
> > is possible to devise a digital storage mechanism using >x bits
> > which can be used to reproduce a more accurate rendition of the
> > original analog signal.
>
> Well, yes, analog is _theoretically_ infinite precision.

No, it is not, not even theoretically.

Because for there to be infinite resolution for any arbitrary
signal, even in theory, there must be infinite signal-to-noise,
because the presence of noise limits the resolution of the signal
to a level of ambiguity defined by the level of the noise. And since
no noise requires that the system operate at a teemperature of
precisely 0 degrees K, the introduction of ANY signal into such
a system will be the equivalent of raising itsd temperature and in
and of itself introduces noise. SO that shifts the requirement to
having a finite noise floor. And a finite noise floor, even one
which is vanishngly small, requires that to achieve the infinite
dynamic range that is intrinsic of infinite resolution requires
signals of infinite amplitude, which means infinite energy.

And even if we ignore all that, we're bitten by the fact of simple
quantum uncertainty, which prevents perfect knowledge of a system.

And further, to have infinite resolution in the time domain requires
the system to have infinite bandwidth. Since bandwidth and time are
related by the fundamental time-frequency uncertainty relationship,
the only way to have infinite resolution in the time domain, i.e.,
the ability to distinguish to event separated by infinitesimal time,
the system must exist for infinite time.

And the assertion that analog has infinite time resolution means
that ANY change in level in a an infintiesimal period of time
intrinisically requires infinite energy.

So, no even THEORETICALLY, analog does not, indeed, CANNOT have
infinite resolution. To claim so is absurd.

> ... but for most practical purposes, "good enough" really is Good
> Enough. Human hearing is not infinitely accurate. Nor is any real-world
> recording medium.

Or even a theoretical one.

> Digital beats the accuracy of most analog media quite handily, given a
> suprisingly small investment. The limiting factor, actually, tends to be
> the analog hardware used to get the signal into and out of digital form.

Indeed, this is often the case.

And, as Shannon quite rigorously demonstrated over half a century ago,
any system sampling at more than twice the bandwidth of the signal
and simply having sufficient bits (dynamic range in dB/6.02 db/bit)
WILL encode that signal with perfect accuracy. Increasing the sample
rate or the bit depth WILL not result in ANY more accuracy, just a
waste
of data bandwidth.
 
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"Stewart Pinkerton" <patent3@dircon.co.uk> wrote in message
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> For example, no known music *master* tape hasa dynamic range exceeding
> 85dB, due to microphone self-noise among other factors, which may be
> represented by a fraction more than 14 bits. Hence, 16-bit sampling is
> more than adequate for any musical *replay* medium.

What have tapes and microphones got to do with it? I was talking about
analog signals, not recorded approximations of analog signals.

Tim
 
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"Tim Martin" wrote ...
> "Stewart Pinkerton" wrote ...
>> For example, no known music *master* tape has a dynamic
>> range exceeding 85dB, due to microphone self-noise among
>> other factors, which may be represented by a fraction more
>> than 14 bits. Hence, 16-bit sampling is more than adequate
>> for any musical *replay* medium.
>
> What have tapes and microphones got to do with it? I was
> talking about analog signals, not recorded approximations
> of analog signals.

How did your "analog signals" originate? How did they then
end up as ones and zeroes on a tape or disc?

Just to confirm: Most of us are reading this newsgroup on
"Earth" in the "Solar System" of the "Milky Way" galaxy.
If you are posting from a different galaxy (or universe) we
may have to attempt some understanding of each other's laws
of physics.
 
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<dpierce@cartchunk.org> wrote in message
news:1117671221.564785.245640@g43g2000cwa.googlegroups.com...

> Beyond what may seem to be a philosphical discussion (it isn't:
> it's a direct and inevitable consequence of the your basic
> assertion and is proven rigorously in work cited above by Nyquist
> and Shannon), the simplem fact is that ANY system of a finite
> bandwidth and limited dynamic range can be EXACTLY represented
> by a quantized system of finite accuracy.

An analog signal, such as a bird singing in the woods, has infinite
bandwidth.

That is, there is no upper frequency f, such that any combination of waves
of frequency less than f, can exactly represent an arbitrary analog signal,
regardless of the precision of the waves.

Nyquist's Theoerem is about representation of periodic signals; most sounds
are not periodic signals.

Of course in practice we can specify a combinations of waves that make close
approximations to the bird singing; and we can get as close as we like, up
to the limits of whatever equipment we use to detect the analog signal we
are approximating.

Tim
 
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"Tim Martin" wrote ...
> An analog signal, such as a bird singing in the woods, has infinite
> bandwidth.

Baloney. Assuming you are talking about a REAL woods and
REAL birds.

> That is, there is no upper frequency f, such that any combination
> of waves of frequency less than f, can exactly represent an arbitrary
> analog signal, regardless of the precision of the waves.

Of course there is an upper frequency limit . If you are talking
about near-field (within milimeters of the REAL bird), you have
the limitation that the sounds are produced by organic structures
with mass that can move only so fast. And in the diffuse field,
you can add to that the HF attenuation of the atmosphere in the
REAL woods.

> Nyquist's Theoerem is about representation of periodic signals;
> most sounds are not periodic signals.
>
> Of course in practice we can specify a combinations of waves
> that make close approximations to the bird singing; and we can
> get as close as we like, up to the limits of whatever equipment
> we use to detect the analog signal we are approximating.

And the problem with that is....
 
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"Richard Crowley" <rcrowley7@xprt.net> wrote in message
news:119vfc5o62hbt00@corp.supernews.com...

> How did your "analog signals" originate?

A bird singing in the woods. This generates an analog signal, detectable by
ears.

> How did they then end up as ones and zeroes on a tape or disc?

It's possible to store a digital approximation of this analog signal by a
number of methods; I don't see that it actually matters what method is
used, but I suppose the most direct method is to have some flexible device
that vibrates with the sound of the bird singing, and periodically measure
the physical position of the flexible device.

The more frequently we measure the position, and the more precisely we
measure the position, the more accurate is our digital representation of the
analog signal.

Tim
 
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"Joe Kesselman" <keshlam-nospam@comcast.net> wrote in message
news:brCdna2kvYJ-xAPfRVn-sA@comcast.com...
>
> Digital beats the accuracy of most analog media quite handily, given a
> suprisingly small investment. The limiting factor, actually, tends to be
> the analog hardware used to get the signal into and out of digital form.

Yes. However, since digital representations of analog signals are
compressed, there is little point agonizing over "lossy" versus "lossless"
compresssion. What matters is the quality delivered.

Tim
 
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"Tim Martin" <tim2718281@ntlworld.com> wrote in message
news:lsPne.21$BQ3.15@newsfe3-win.ntli.net...
>
> "Joe Kesselman" <keshlam-nospam@comcast.net> wrote in message
> news:brCdna2kvYJ-xAPfRVn-sA@comcast.com...
>>
>> Digital beats the accuracy of most analog media quite handily, given
>> a
>> suprisingly small investment. The limiting factor, actually, tends to
>> be
>> the analog hardware used to get the signal into and out of digital
>> form.
>
> Yes. However, since digital representations of analog signals are
> compressed,

Unless you show some support for this fantastic statement,
there doesn't appear to be any point in continuing this dialog.
 
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On Thu, 2 Jun 2005 19:16:36 -0700, "Richard Crowley"
<rcrowley7@xprt.net> wrote:

>"Tim Martin" wrote ...

>> What have tapes and microphones got to do with it? I was
>> talking about analog signals, not recorded approximations
>> of analog signals.

What exactly are "analog signals"? Going back a few decades, what
exactly were (and still are) analog computers, and what were they used
for?

>How did your "analog signals" originate? How did they then

Furthermore, what is the meaning of the word "analog"?

>end up as ones and zeroes on a tape or disc?
>
>Just to confirm: Most of us are reading this newsgroup on
>"Earth" in the "Solar System" of the "Milky Way" galaxy.
>If you are posting from a different galaxy (or universe) we
>may have to attempt some understanding of each other's laws
>of physics.

As well as other analogous laws...
-----
http://mindspring.com/~benbradley
 
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On Fri, 03 Jun 2005 02:42:25 GMT, "Tim Martin"
<tim2718281@ntlworld.com> wrote:

>
>"Joe Kesselman" <keshlam-nospam@comcast.net> wrote in message
>news:brCdna2kvYJ-xAPfRVn-sA@comcast.com...
>>
>> Digital beats the accuracy of most analog media quite handily, given a
>> suprisingly small investment. The limiting factor, actually, tends to be
>> the analog hardware used to get the signal into and out of digital form.
>
>Yes. However, since digital representations of analog signals are
>compressed, there is little point agonizing over "lossy" versus "lossless"
>compresssion.

You stated something very similar earlier in the thread (6/01/05,
6:59AM, in response to Wessel Dirksen) It appears you may be confusing
dynamic (volume or signal amplitude) compression with data compression
(as defined in computer science), but it's really hard to tell.
Please be very specific on what you mean by "digital
representations of analog signals are compressed."

>What matters is the quality delivered.

I agree with that, but I don't see how that follows from what you
wrote earlier.

>Tim
>

-----
http://mindspring.com/~benbradley
 
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On Fri, 03 Jun 2005 02:07:30 GMT, "Tim Martin"
<tim2718281@ntlworld.com> wrote:

>
>"Stewart Pinkerton" <patent3@dircon.co.uk> wrote in message
>news:s7or915iebk5j0754tiiivkr2njjm2f94c@4ax.com...
>
>> For example, no known music *master* tape has a dynamic range exceeding
>> 85dB, due to microphone self-noise among other factors, which may be
>> represented by a fraction more than 14 bits. Hence, 16-bit sampling is
>> more than adequate for any musical *replay* medium.
>
>What have tapes and microphones got to do with it? I was talking about
>analog signals, not recorded approximations of analog signals.

Stop being disingenuous, you were just plain *wrong*, live with it.
--

Stewart Pinkerton | Music is Art - Audio is Engineering