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Reply-To: "Kevin Aylward"
From: "Kevin Aylward"
References: <firstname.lastname@example.org> <3DB2E3CE.email@example.com> <firstname.lastname@example.org> <3DB41488.email@example.com> <3DB43497.A32B8380@webaccess.net> <3DB45343.E61C1CCB@webaccess.net> <3DB466BC.593D4D35@webaccess.net> <3DB5452A.B792F3AC@webaccess.net>
Subject: Re: How does a mixer work?
X-Newsreader: Microsoft Outlook Express 6.00.2800.1106
Date: Tue, 22 Oct 2002 14:01:02 +0100
NNTP-Posting-Date: Tue, 22 Oct 2002 14:01:09 BST
"Chuck Simmons" wrote in message
> Kevin Aylward wrote:
> > "Chuck Simmons" wrote in message
> > news:3DB466BC.593D4D35@webaccess.net...
> > The Fourier transform is a
> > > mathematical construct and is not physics at all by any means and
> > never
> > > can be.
> > The Fourier transform is used to model physical processes. If the
> > is correct, so are the physical results the mathematical model
> That is application and has nothing to do with Fourier theory.
> Application is independent of the mathematics used. This must be so
> because even in very simple cases, internal consistency in
> is lost when inductive reasoning (scientific method) is allowed. One
> should never confuse mathematics and science.
> > >It is quite impossible to argue a mathematical point using
> > > physics as the basis.
> > >It is entirely wrong and cannot be justified.
> > Of course it can.
> No. You are then forcing inductive thinking on mathematics. This fails
> because scientific method is incompatible with mathematics. You cannot
> prove anything at all in mathematics with an experiment. This is by
> very definition of mathematics.
> > > There are some charlatan mathematicians who do it but they are
> > > taken seriously. Certainly, in my educational career, I heard such
> > > incredible nonsense from physics professors that I can't take you
> > > seriously if you use physics as authority in mathematics.
> > >
> > Your arguing from ignorance. However, I agree there are some
> > mathematicians that overstep their boundary.
> But I see that we would not agree on which ones overstep their
> > > I am not familiar with any
> > > of your physics arguments
> > I know you dont.
> > (which, of course, have nothing whatever to do
> > > with harmonic analysis).
> > >
> > But they do with regards to a real, physical system.
> But you can't reverse the implication. That is, you can't use physics
> prove a mathematical point. That is the charlatanism I was talking
I never claimed you could. That would daft. I said that the mathematics
"proved" the physics, if we assume that the one to one corresponded
between the mathematical model and the physical system being modelled,
has been validated.
> > > Anyway, you seem to be on the numerical side of things. I detest
> > > numerical analysis and do it under duress.
> > I have shown you an inescapable problem in measuring properties in
> > real world.
> So then this all hinges on whether we consider this a mathematical
> exercise or a problem in physics. I took it to be the former and you
> took it to be the latter. The two views cannot be compatible unless
> is taken to avoid reversing the implication. The tail waging the dog
> does not work.
The mathematics "prove" that there is an inherent measurement problem in
the real world. You cannot measure frequency 100% accurately, without
taking infinite time.
SuperSpice, a very affordable Mixed-Mode
Windows Simulator with Schematic Capture,
Waveform Display, FFT's and Filter Design.
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