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Natural Science Forum / Physics / Relativity / July 2009



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What are the spatial dimensions of a *volumeless* object having

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mluttgens - 21 Jul 2009 12:50 GMT
What are the spatial dimensions of a *volumeless* object having
mass and charge?

If they are zero, how can such object be different from a mathematical
point?

Hereafter is a summary of Paul Draper's position, where he is
claiming
that 'volumeless' doesn't imply a dimensionless point.
(from http://groups.google.fr/group/sci.physics.relativity/browse_thread/thread/fa0128
76dcdaafae
#
)

Marcel Luttgens

Summary:

> Your problem is that you think that a mathematical point, which
> has of course no volume, can contain something.

PD: Well, I didn't say that. What I said is that there appear to be
physical objects for which we have no attributable or measurable
volume, nor is there any reason to expect that they would. This is
not
quite the same as saying that these *physical* objects ARE
mathematical points.

Why do you think mass requires volume?

Note that the definition of matter limits it to composite stuff, by
virtue of bearing both mass and volume. The only substances we know
that have both mass and volume are all composite substances. No
fundamental object has been demonstrated to bear both mass and volume.

Whether fundamental particles have volume or not is *unknown*. We
have
zero evidence that they do have volume, despite looking. It is
therefore inappropriate to DECREE that all things have volume, and by
virtue of that decree declare that the possibility of having no
volume
is nonsense.

It is false to reason that all things must NECESSARILY have volume,
and that therefore mass with no volume is logical nonsense.

Alen:
"There can be no such thing as a
real singularity. Whether you characterise the matter
in terms of intrinsic volume, or interaction distance,
or whatever, these can never be zero if they are to exist
at all. There must always be a minimum possible
quantum of distance or volume, or any measurable
quantity, and this must therefore be associated with
a finite maximum allowable field intensity, etc., that
may be associated with it."

Bell:
> Note that the definition of matter limits it to composite stuff, by
> virtue of bearing both mass and volume. The only substances we know
> that have both mass and volume are all composite substances. No
> fundamental object has been demonstrated to bear both mass and volume.

From that, I would say a good scientist would conclude fundamental
particles *may or may not* have mass and no volume. But you have
done the same thing you accuse us of, by saying that absolutely,
without a doubt, an electron in the external world is a dot with
mass. I'll throw your very own logic back at you and say, that has
not
been experimentally verified, yet you seem to take it as
absolute fact."

PD: What I said is that the claim that electrons CANNOT be a point
because
it is IMPOSSIBLE for something to have mass and not volume is simply
not supported by experiment.
There is no experimental evidence that everything that has mass has
volume. That statement is only experimentally supported for composite
substances and there is no experimental support for a similar
statement
for fundamental particles.

> It is false to claim that because it has not yet been shown that
> fundamental particles have volume, they are dimensionless.

PD: I did not say they were dimensionless.
What I said was that you could not argue that they NECESSARILY
have volume because they have mass, which is precisely the claim that
was made originally.

> Moreover, no theory can explain how geometrical points can
> have physical properties.

PD: Things that have no volume are not necessarily mathematical
abstractions. They are real things. Electrons are real things.
Geometrical points (mathematical abstractions) do not have electrical
charge, do not have weak hypercharge, do not have spin, do not have
parity. Just because two things share the common trait of having no
volume does not make them the same thing!

> This lead you to interestingly conclude that there are two
> kinds of dimensionless points, physical ones like the electron
> and mathematical abstractions.

PD: Well of course. Mathematical structures are necessarily models of
reality and do not belong to reality itself. That's not to say they
aren't useful, because mathematical models allow you to do things to
see features that aren't obvious from looking at the physical objects
themselves, but turn out to be features of the physical objects when
you look. But there will always be features of the physical object
that are never captured by the mathematical model.

ML:
"PD is trying to to sell his dimensionless electron whith the
following reasoning:
Fundamental particles have mass, but *could* be dimensionless because
it has not been shown experimentally that they have volume.
Most of the time, in his posts, he gave the impression that "are"
should be used instead of "could"."

PD: You're not paying attention. I'm not claiming the electron is
known to
be dimensionless. I'm disputing your claim that it MUST have volume.

Yes, that is what I said. From this, you somehow got the impression
that "are" should be used instead of "could".

> Iow, according to you, as it has not been shown that fundamental
> particles have volume, one cannot claim that they are not
> mathematical points.

PD: Nor have I *ever* claimed that they are mathematical points. In
fact,
I went to some length to place a careful distinction between
fundamental particles and mathematical points. Yet you somehow,
through all that, got the impression that I'm claiming fundamental
particles are mathematical points.

> In another post, this led you to conclude that mathematical points
> can have physical properties.

PD: Please read again what I said. Never did I say that
mathematical points have physical properties.

ML:
"I retain from your statements that
- whether fundamental particles have volume or not is *unknown*
- you never ever claimed that they are mathematical points
 having physical properties like mass or charge."
eric gisse - 21 Jul 2009 16:15 GMT
> What are the spatial dimensions of a *volumeless* object having
> mass and charge?
[quoted text clipped - 6 lines]
> that 'volumeless' doesn't imply a dimensionless point.
> (from

http://groups.google.fr/group/sci.physics.relativity/browse_thread/thread/fa0128
76dcdaafae
#
> )
>
> Marcel Luttgens

Compute the volume of a black hole.

[...]
PD - 21 Jul 2009 18:08 GMT
> What are the spatial dimensions of a *volumeless* object having
> mass and charge?

Why, Marcel, something that is symmetric in space and having no volume
would have no spatial extent. Don't you agree?

> If they are zero, how can such object be different from a mathematical
> point?

Because, as I told you before, just because a fundamental particle and
a mathematical point share one common property (zero volume) does NOT
mean that a fundamental particle IS a mathematical point. Likewise,
just because a bat and a sparrow share a common property (wings) does
not mean that a bat IS a sparrow.

Mathematical points have zero volume, but they also do not have
charge, mass, spin, etc. Electrons, which as far as we know are
fundamental particles, do. The fact that the electron has properties
that a mathematical point does not (despite sharing a common property)
means that the two are not to be taken to be the same thing.

Two questions arise from my having to repeat this to you:
1. Why is this so hard for you to grasp?
2. Why can you simply not read what I've already said to you, instead
of claiming that I said the opposite as some kind of odd inquiry
method?

> Hereafter is a summary of Paul Draper's position, where he is
> claiming
[quoted text clipped - 138 lines]
> - you never ever claimed that they are mathematical points
>   having physical properties like mass or charge."
brentlmt - 21 Jul 2009 19:48 GMT
> > What are the spatial dimensions of a *volumeless* object having
> > mass and charge?
[quoted text clipped - 167 lines]
>
> - Show quoted text -

If a fundamental particle has no volume then it has no radius and
therefore no circumference.  So how can something with no
circumference
spin?  If an electron spins, it must have a radius > 0.  Also, a
dimensionless object would not respond to gravity.  And if it doesn't
respond to gravity, how can it have mass?  Mass and its effect on
inertia
require and object to occupy a finite amount of space. Whether it
would
respond to other forces is debatable.
PD - 21 Jul 2009 20:10 GMT
> > > What are the spatial dimensions of a *volumeless* object having
> > > mass and charge?
[quoted text clipped - 172 lines]
> circumference
> spin?

Excellent question. Spin as a property of fundamental properties does
NOT imply rotation. The word "spin" was used to label this quantum
number because the quantum number has certain mathematical properties
that are reminiscent of rotation. However, the downside of this is
that laypeople who see the word "spin" in a description of quarks or
leptons think the word has the same meaning as it does in conventional
usage. This is most definitely NOT the case, and a decent textbook on
physics will go to some length to disavow the reader of that notion.
Unfortunately, such care is not taken in popularizations, because the
point of popularizations has nothing to do with being careful or about
teaching.

The same thing is true for the "color" of quarks. Quarks are not
really red, green, or blue. There is no optical color of quarks. They
just have a quantum property that behaves a little like colors do.

It is unfortunate that physicists choose these common words for
labeling uncommon properties. It would be much less ambiguous to
casual readers if "spin" had been named "rinflication". Then at least
you wouldn't be making erroneous leaps about the implications of the
word "rinflication".

> If an electron spins, it must have a radius > 0.  Also, a
> dimensionless object would not respond to gravity.

Why not? It doesn't need volume. It needs mass.

>  And if it doesn't
> respond to gravity, how can it have mass?  Mass and its effect on
> inertia
> require and object to occupy a finite amount of space.

That is erroneous and is discussed in another thread (the one that
Marcel Luttgens sprang this one from, in fact). There is no necessary
connection between mass and volume. Please see the other thread for
details of the correction.

> Whether it
> would
> respond to other forces is debatable.
brentlmt - 21 Jul 2009 21:35 GMT
> > > > What are the spatial dimensions of a *volumeless* object having
> > > > mass and charge?
[quoted text clipped - 217 lines]
>
> - Show quoted text -

I appologize for the confusion on my part regarding "spin."
But as far as gravity goes, if you follow the generally accepted
model that curves within space-time create gravitational
acceleration then a point object would not experience that
curvature.  Similar curves are induced within an object
accelerated within free space resulting in an object's resistance
to force (F=ma).  A volumeless object would not have
any resistance to applied force. No intertia.  No mass.

Also, mass is a function of time.  without dimension, a point
object would exist outside the rules of relativity.  It's mass
would remain constant regardless of velocity or gravitational
time dilation.
PD - 21 Jul 2009 22:13 GMT
> I appologize for the confusion on my part regarding "spin."
> But as far as gravity goes, if you follow the generally accepted
> model that curves within space-time create gravitational
> acceleration then a point object would not experience that
> curvature.

That's simply not true, and I have no idea where you got this notion.
The geodesic of a particle is the path of that particle along a
straight line through curved spacetime. There is no presumption of
finite extent of the particle.

>  Similar curves are induced within an object
> accelerated within free space resulting in an object's resistance
> to force (F=ma).

Sorry, this makes no sense whatsoever. From what resource did you draw
this poor information?

> A volumeless object would not have
> any resistance to applied force.

Again, no sense. Are you making this up as you go along?

> No intertia.  No mass.
>
> Also, mass is a function of time.

Really? Where do you get that idea?

>  without dimension, a point
> object would exist outside the rules of relativity.  It's mass
> would remain constant regardless of velocity or gravitational
> time dilation.
brentlmt - 22 Jul 2009 19:15 GMT
> > I appologize for the confusion on my part regarding "spin."
> > But as far as gravity goes, if you follow the generally accepted
[quoted text clipped - 6 lines]
> straight line through curved spacetime. There is no presumption of
> finite extent of the particle.

In part that is true.  A volumeless particle would follow the same
path as light REGARDLESS of its velocity.  It requires a finite extent
for the particle to accelerate into the curved spacetime.

> >  Similar curves are induced within an object
> > accelerated within free space resulting in an object's resistance
[quoted text clipped - 20 lines]
>
> - Show quoted text -

I didn't just make any of this up.  Anyone here can jot down
Lorentz's transformations (whether they agree with them or not)
but just regurgitating formulae wasn't good enough for me.  So I
started at ground zero and reconstructed it from the ground up.
It took about an hour to recreate the transformations and a
lot longer to build an accurate working relativistic model.
Now I understand how and why motion and gravity affect time.
For an object to be affected by time dilation (motion or gravity)
requires an internal interaction across a finite space.

for the moment I'm out of time.
eric gisse - 22 Jul 2009 19:28 GMT
[...]

Crank alert.
PD - 22 Jul 2009 20:18 GMT
> > > I appologize for the confusion on my part regarding "spin."
> > > But as far as gravity goes, if you follow the generally accepted
[quoted text clipped - 40 lines]
> but just regurgitating formulae wasn't good enough for me.  So I
> started at ground zero and reconstructed it from the ground up.

Ah. So you just made it up.
Very good. I was pretty sure I was talking to a member of the tinfoil
hat club, but it's good to be sure.

> It took about an hour to recreate the transformations and a
> lot longer to build an accurate working relativistic model.
[quoted text clipped - 3 lines]
>
> for the moment I'm out of time.
mluttgens - 22 Jul 2009 01:26 GMT
> > What are the spatial dimensions of a *volumeless* object having
> > mass and charge?
[quoted text clipped - 22 lines]
> of claiming that I said the opposite as some kind of odd inquiry
> method?

I complete my question:

What are the spatial dimensions of a *volumeless* object having
mass and charge?

If they are zero, how can such object be different from a
mathematical
point?

*If it is not a mathematical point, how do you represent geometrically
a volumeless object?*

Marcel Luttgens
PD - 22 Jul 2009 14:37 GMT
> > > What are the spatial dimensions of a *volumeless* object having
> > > mass and charge?
[quoted text clipped - 31 lines]
> mathematical
> point?

Geez, you are slow.
A mathematical point does not have mass and charge. This is what
distinguishes the object from a mathematical point. This is true, even
though they may share the property of zero spatial dimensions.

How many wings does a bat have?
If the answer is 2, then how can such a bat be different than a
sparrow?

> *If it is not a mathematical point, how do you represent geometrically
> a volumeless object?*
>
> Marcel Luttgens
alen - 27 Jul 2009 05:50 GMT
> > > What are the spatial dimensions of a *volumeless* object having
> > > mass and charge?
[quoted text clipped - 36 lines]
>
> Marcel Luttgens

You are wasting your time. Counter rationality is the
stock in trade of modern theoretical physics. A volumeless
object is, by definition, nowhere, and hence doesn't exist.
Neither does a mathematical point, even if it is described
by coordinates x,y,z. That is because coordinate measures
have some unit of measurement greater than zero, or they
would not exist, and thus cannot identify a location with a
resolution of infinity.

A true concept of a real mathematical point is the limit of
a volume that is reduced to being arbitrarily small (such
that its volume makes no significant difference to the
problem at hand) while never being actually zero, since
then it would cease to exist. A volumeless object is equal
to a mathematical point in a absolute sense, because both
descriptions are equal to the concept 'non-existence'. So
you can arbitrarily say 'it is a mathematical point' or 'it
doesn't exist', and you are right in either case.

What they are saying is that a volumeless object,
which, by definition, doesn't exist, has properties.
That is, something that doesn't exist has properties.

Modern orthodox physicists are the incurable victims of a
philosophical self-hypnosis, and humanity at large should
somehow be made aware of this fact.

Alen
Dirk Van de moortel - 27 Jul 2009 09:41 GMT
alen <alen1@westserv.net.au> wrote in message
 14d9af51-0cad-4d59-a50b-6d9e80a96928@v15g2000prn.googlegroups.com

[snip Usual Luttgens Rant]

> You are wasting your time. Counter rationality is the
> stock in trade of modern theoretical physics. A volumeless
> object is, by definition, nowhere,

GASP!

> and hence doesn't exist.
> Neither does a mathematical point, even if it is described
[quoted text clipped - 8 lines]
> problem at hand) while never being actually zero, since
> then it would cease to exist.

CHOKE!

> A volumeless object is equal
> to a mathematical point in a absolute sense, because both
[quoted text clipped - 11 lines]
>
> Alen

"You are wasting your time"
  http://users.telenet.be/vdmoortel/dirk/Physics/Fumbles/WastingTime.html

A shiny pearl from the depths of the Ocean of Ignorance.

Dirk Vdm
alen - 27 Jul 2009 15:46 GMT
On Jul 27, 6:41 pm, "Dirk Van de moortel"
<dirkvandemoor...@nospAm.hotmail.com> wrote:
> alen <al...@westserv.net.au> wrote in message
>
[quoted text clipped - 45 lines]
>
> Dirk Vdm

Sorry to put you through such emotions, Dirk, but
it is in a good cause. I don't mind qualifying for your
website. I would much rather be in the company of
such people than an accepted orthodox terrified to
speak out of turn lest he lose his reputation. It is a
much more liberated feeling to have lost credibility
with the orthodoxy than to be one of them. You
should try it sometime!

Alen
Dirk Van de moortel - 27 Jul 2009 15:52 GMT
alen <alen1@westserv.net.au> wrote in message
 47dc4898-c759-4601-8e3d-4a43d3168835@y4g2000prf.googlegroups.com
> On Jul 27, 6:41 pm, "Dirk Van de moortel"
> <dirkvandemoor...@nospAm.hotmail.com> wrote:
[quoted text clipped - 50 lines]
> Sorry to put you through such emotions, Dirk, but
> it is in a good cause.

Diving for pearls like this is worth a few moments of breathlessness.
No need to say sorry.

> I don't mind qualifying for your
> website.

I know - you said it before.
No need to repeat yourself.

Dirk Vdm

> I would much rather be in the company of
> such people than an accepted orthodox terrified to
[quoted text clipped - 4 lines]
>
> Alen
alen - 27 Jul 2009 15:58 GMT
On Jul 28, 12:52 am, "Dirk Van de moortel"
<dirkvandemoor...@nospAm.hotmail.com> wrote:
> alen <al...@westserv.net.au> wrote in message

[...]
> > Sorry to put you through such emotions, Dirk, but
> > it is in a good cause.
>
> Diving for pearls like this is worth a few moments of breathlessness.
> No need to say sorry.

LOL! Provided it really is the kind of 'pearl' you think it is!

Alen
Androcles - 27 Jul 2009 16:50 GMT
On Jul 27, 6:41 pm, "Dirk Van de moortel"
<dirkvandemoor...@nospAm.hotmail.com> wrote:
> alen <al...@westserv.net.au> wrote in message
>
[quoted text clipped - 47 lines]
>
> Dirk Vdm

Sorry to put you through such emotions, Dirk, but
it is in a good cause. I don't mind qualifying for your
website. I would much rather be in the company of
such people than an accepted orthodox terrified to
speak out of turn lest he lose his reputation. It is a
much more liberated feeling to have lost credibility
with the orthodoxy than to be one of them. You
should try it sometime!

Alen
==================================
No he shouldn't, he'd lose his position as the world's
greatest bigot to Bonehead Green.
jem - 27 Jul 2009 14:28 GMT
>>>> What are the spatial dimensions of a *volumeless* object having
>>>> mass and charge?
[quoted text clipped - 57 lines]
> philosophical self-hypnosis, and humanity at large should
> somehow be made aware of this fact.

Holding up a sign on a street corner would be a better "somehow" than
posting here.

Speaking of which, didn't you say you were leaving?

> Alen
alen - 27 Jul 2009 15:54 GMT
> >>>> What are the spatial dimensions of a *volumeless* object having
> >>>> mass and charge?
[quoted text clipped - 60 lines]
> Holding up a sign on a street corner would be a better "somehow" than
> posting here.

Well, I would agree that someone should do something
of that kind.

> Speaking of which, didn't you say you were leaving?

Sorry to disappoint you, but I didn't exactly say I was
gone forever. My post was intended as support for
Marcel rather than as a message to the orthodoxy.

Alen
jem - 28 Jul 2009 13:37 GMT
>>>>>> What are the spatial dimensions of a *volumeless* object
>>>>>> having mass and charge?
[quoted text clipped - 49 lines]
>
> Well, I would agree that someone should do something of that kind.

That's certainly a typical SPR attitude - someone else should do what
I think needs to be done.  Just what you'd expect from those too lazy
to even open their ears.

>> Speaking of which, didn't you say you were leaving?
>
> Sorry to disappoint you, but I didn't exactly say I was gone
> forever. My post was intended as support for Marcel rather than as
> a message to the orthodoxy.

What makes you think I'd be disappointed?  I get a kick out of
listening to your convoluted "reasoning".  Stick around.

> Alen
mluttgens - 22 Jul 2009 11:59 GMT
> > What are the spatial dimensions of a *volumeless* object having
> > mass and charge?
[quoted text clipped - 22 lines]
> of claiming that I said the opposite as some kind of odd inquiry
> method?

Iow, according to you, zero volume means absence of spatial
dimensions.
You rightly consider that a mathematical point has no spacial
dimensions,
and no physical properties like mass, charge, etc..
Otoh, you claim that an electron has no volume (you should say, an
electron probably has zero volume, because nobody ever observed one).
And you conclude that an electron is, let's say, a *geometrical* point
with
physical properties, hence it is different from a *mathematical*
point.

Your reasoning is pure sophistry!

Marcel Luttgens

> > Hereafter is a summary of Paul Draper's position, where he is
> > claiming
[quoted text clipped - 140 lines]
>
> - Afficher le texte des messages précédents -
PD - 22 Jul 2009 14:39 GMT
> > > What are the spatial dimensions of a *volumeless* object having
> > > mass and charge?
[quoted text clipped - 28 lines]
> dimensions,
> and no physical properties like mass, charge, etc..

OK, right so far.

> Otoh, you claim that an electron has no volume

I didn't say that. You seem to have a terrible time understanding what
people actually say.

> (you should say, an
> electron probably has zero volume, because nobody ever observed one).

People have definitely observed an electron. No one has ever observed
an electron with nonzero volume.

> And you conclude that an electron is, let's say, a *geometrical* point
> with
> physical properties, hence it is different from a *mathematical*
> point.
>
> Your reasoning is pure sophistry!

Why?
Is the bat the same as a sparrow because they both have two wings?

> Marcel Luttgens
>
[quoted text clipped - 142 lines]
>
> > - Afficher le texte des messages précédents -
mluttgens - 22 Jul 2009 16:37 GMT
> > > > What are the spatial dimensions of a *volumeless* object having
> > > > mass and charge?
[quoted text clipped - 51 lines]
> Why?
> Is the bat the same as a sparrow because they both have two wings?

What is the difference between a geometrical point and a mathematical
point?

Marcel Luttgens

> > Marcel Luttgens
>
[quoted text clipped - 140 lines]
> > > > - you never ever claimed that they are mathematical points
> > > >   having physical properties like mass or charge
PD - 22 Jul 2009 17:08 GMT
> > > > > What are the spatial dimensions of a *volumeless* object having
> > > > > mass and charge?
[quoted text clipped - 54 lines]
> What is the difference between a geometrical point and a mathematical
> point?

Nothing. But we were talking about the difference between a physical
object and a mathematical point.

Did you lose track?

> Marcel Luttgens
>
[quoted text clipped - 142 lines]
> > > > > - you never ever claimed that they are mathematical points
> > > > >   having physical properties like mass or charge
mluttgens - 22 Jul 2009 22:45 GMT
> > > > > > What are the spatial dimensions of a *volumeless* object having
> > > > > > mass and charge?
[quoted text clipped - 59 lines]
>
> Did you lose track?

You said that "mathematical points have zero volume, but they
also do not have charge, mass, spin, etc. Electrons, which
as far as we know are fundamental particles, do. The fact that
the electron has properties that a mathematical point does not
(despite sharing a common property) means that the two are
not to be taken to be the same thing."

The "common" property is that a mathematical point is
dimensionless by definition, whereas an electron *could* be
dimensionless because nobody has ever observed an electron
with volume.

Hence, one cannot logically claim that a mathematical point
and an electron share a common property. Claiming that
two kinds of mathematical points exist, one with
physical properties, which is the electron, and the other one,
which is the pure mathematical point, amounts to sophistry.

Marcel Luttgens

> > Marcel Luttgens
>
[quoted text clipped - 146 lines]
>
> - Afficher le texte des messages précédents -
PD - 22 Jul 2009 23:18 GMT
> > > > > > > What are the spatial dimensions of a *volumeless* object having
> > > > > > > mass and charge?
[quoted text clipped - 66 lines]
> (despite sharing a common property) means that the two are
> not to be taken to be the same thing."

If it makes you feel better, let me amend the statement above to read
"...(despite potentially sharing a common property)..."

It is still true that the two of them are not to be taken to be the
same thing, even if it turns out they DO in fact share this common
property.

> The "common" property is that a mathematical point is
> dimensionless by definition, whereas an electron *could* be
[quoted text clipped - 3 lines]
> Hence, one cannot logically claim that a mathematical point
> and an electron share a common property.

Indeed. It's in fact only a possibility that cannot be ruled out.

> Claiming that
> two kinds of mathematical points exist, one with
> physical properties, which is the electron,

What part of "mathematical points do not have physical properties like
mass and charge" do you not understand. I am not saying that electrons
are mathematical points with physical properties like mass and charge.
No such beast exists. Mathematical points do not have the physical
properties of mass and charge, period. However, electrons do. This
fact, regardless what volume electrons have, distinguishes electrons
from mathematical points.

How much clearer can I make this for you?

Electrons are not ANY kind of mathematical point. Period.

> and the other one,
> which is the pure mathematical point, amounts to sophistry.
[quoted text clipped - 151 lines]
>
> > - Afficher le texte des messages précédents -
mluttgens - 23 Jul 2009 12:08 GMT
> > > > > > > > What are the spatial dimensions of a *volumeless* object having
> > > > > > > > mass and charge?
[quoted text clipped - 99 lines]
>
> Electrons are not ANY kind of mathematical point. Period.

Your following reasoning is logically wrong:

"We have zero evidence that fundamental particles have volume,
despite looking.
Hence, there are two kinds of dimensionless points, physical
ones like the electron  and mathematical abstractions."

It is a logical fallacy, called argument to ignorance
(argumentum ad ignorantiam), occurring when one claims
that something is true only because it hasn't been proved false.

Indeed, you are claiming that an electron is a dimensionless
point because it has not been proved false that it has volume.

As you have a degree in philosophy, you should know better.
But perhaps could you correct your conclusion by saying that
there are *perhaps* two kinds of dimensionless points, physical
ones like the electron  and mathematical abstractions, even if
nobody has a clue about how a dimensionless point could have
physical properties.

You are claiming that electrons are not ANY kind of
mathematical point, but you are still implying that
they are dimensionless points having physical properties.
You are stuck in your 'argumentum ad ignorantiam'. Period.

Marcel Luttgens

> > and the other one,
> > which is the pure mathematical point, amounts to sophistry.
[quoted text clipped - 109 lines]
>
> plus de détails »
PD - 26 Jul 2009 22:16 GMT
> > > > > > > > > What are the spatial dimensions of a *volumeless* object having
> > > > > > > > > mass and charge?
[quoted text clipped - 113 lines]
> Indeed, you are claiming that an electron is a dimensionless
> point because it has not been proved false that it has volume.

I made no such claim, Marcel. Please do not read me say "A" and then
claim I said "not A".

> As you have a degree in philosophy, you should know better.
> But perhaps could you correct your conclusion by saying that
[quoted text clipped - 6 lines]
> mathematical point, but you are still implying that
> they are dimensionless points having physical properties.

Yes. The fact that they have physical properties like charge and mass
is what distinguishes them from mathematical points, which do not have
physical properties like charge and mass. Therefore electrons are not
mathematical points at all, of any kind. Why is this hard for you to
grasp?

> You are stuck in your 'argumentum ad ignorantiam'. Period.
>
[quoted text clipped - 83 lines]
>
> read more »
mluttgens - 27 Jul 2009 00:28 GMT
> > > > > > > > > > What are the spatial dimensions of a *volumeless* object having
> > > > > > > > > > mass and charge?
[quoted text clipped - 133 lines]
> mathematical points at all, of any kind. Why is this hard for you to
> grasp?

You are claiming that an electron is a dimensionless
point because it has not been proved false that it has volume.

This is a logical fallacy, called argument to ignorance
(argumentum ad ignorantiam), occurring when one claims
that something is true only because it hasn't been proved false.

Marcel Luttgens

> > You are stuck in your 'argumentum ad ignorantiam'. Period.
>
[quoted text clipped - 73 lines]
>
> plus de détails »
PD - 27 Jul 2009 03:55 GMT
> > > > > > > > > > > What are the spatial dimensions of a *volumeless* object having
> > > > > > > > > > > mass and charge?
[quoted text clipped - 136 lines]
> You are claiming that an electron is a dimensionless
> point because it has not been proved false that it has volume.

I'm claiming no such thing, Marcel. Please learn to read.

> This is a logical fallacy, called argument to ignorance
> (argumentum ad ignorantiam), occurring when one claims
[quoted text clipped - 64 lines]
>
> read more »
pmb - 22 Jul 2009 20:07 GMT
> What are the spatial dimensions of a *volumeless* object having
> mass and charge?

The term "volumeless" means zero *by definition*.

> If they are zero, how can such object be different from a mathematical
> point?

If by "mathematical point" you mean that it has the properties of a
point then it just does, there's no explanation to it since it needs
none.
 
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