I don't think the argument can be expressed much clearer and more obviously than that.
If it still isn't clear then so be it.
Edgar
On Sunday, December 29, 2013 9:39:30 AM UTC-5, Edgar L. Owen wrote:
Pierz,
A lot of meat in your post. Thanks! I'll answer most of your questions....
Yes, observers observe they are in the same present moment by the
simultaneity of
events. Exactly, but the important point is that is the simultaneity of
actual
events, not of clock time readings. Observers can simultaneously shake
hands even if
their clocks have different clock times (their clocks are not
simultaneous). Actual
versus clock time simultaneity. Two completely different things!
That's the absolutely critical point to understanding my thesis.
ACTUAL simultaneity (2 observers shaking hands) IS self-evident. Do you
dispute
that? You can't...
The experiment that proves my thesis is the hand shaking. Absolute
incontrovertible
proof of actual simultaneity.
That is how to operationalize P-time. By actual simultaneity. It CANNOT be
measured
by clock time as proven above.
The P-time now of Caesar is long gone. Unfortunately for you, you can only
share the
same NOW as Edgar, not Caesar! :-)
Yes, P-seconds should be calculable from Omega. Differences from the clock
time age
of the universe can account for things like inflation, Hubble expansion etc.
However please note that the whole notion of 'the ~14.7 billion year age of
the
universe', of an age of the universe, that is the same for all observers
means that
cosmology DOES accept the notion of a single common universal present
moment since
cosmology assumes that age of he universe is going to be the same anywhere
in the
universe for every observer.
That's very important confirmation of the notion of a single common
universal
present moment. Cosmology accepts my thesis of a common universal present
moment of
existence.
Edgar
On Sunday, December 29, 2013 12:35:01 AM UTC-5, Pierz wrote:
On Sunday, December 29, 2013 2:19:57 PM UTC+11, Edgar L. Owen wrote:
Pierz,
The common universal present moment is defined and measured simply
by
observers observing they are in the same moment at the same time.
How do they observe that they are in the same moment except by the
simultaneity
of events in their perceived time-space environment?
It is self-evident
really? It is anything but self-evident that different moments in
clock time
are "the same moment". I don't even know what what means. Sure it's
'self-evident' that the now I experience is present everywhere. But that
self-evident truth was qualified by relativity, which was the actual
great leap
forward in our understanding of time.
and experimentally proved
again - really? You can't even tell me how to measure "P-time" so I
fail to see
how any experiment has or can prove such a thing. If this is physical,
scientific theory as opposed to a metaphysical speculation about "the
eternal
Now" a la Eckhart Tolle, then you *must* be able to provide some means
of
measuring your proposed physical quantity or entity. Again I ask: how
will you
prove this sharing of a moment other than by blustering that it is
"self-evident"?
that they can be in the same present moment even if their clock
time t
values are not simultaneous. And it's not just an event, as some
have
maintained, its the standard mode of existence of everyone
throughout their
lives to share the same present moment with others.
Clocks? We don't need no stinkin clocks! Clocks don't measure
P-time, they
measure clock time.....
:-)
P-time doesn't fail.
The *concept* of P-time fails as far as physics goes, as far as I can
tell,
because you can't operationalize it. You can only make exasperated
noises that
no-one else "gets it" except you despite it's being so obvious.
It can't. It is simply impossible for anyone or anything to escape
the
present moment. That's the basic fact of our existence for goodness
sakes!
The present moment is the locus, and only locus of reality. Without
a
present moment there could be no reality. The presence of reality
manifests
as the present moment....
Fine so far as it goes. The Now is ever-present and unchanging while
phenomena,
including clocks, move through it as it were. In some sense, all things
happen
Now and nothing will ever occur anywhere except Now and we all share
it. That's
the Now of Eckart Tolle's "The Power of Now". The problem is when you
try to
insist that this is a concept relevant to physics. Let me ask: do I
share the
"Now" with you as you were an hour ago? Do I share the same "now" as
Caesar at
the moment of his death? In the metaphysical sense, maybe. But not in
any way
that is relevant to physics and measured time. *Which" moment are we
sharing if
not a moment we can measure with a clock? If you just say "the current
present
moment, for goodness sake!" you are merely demonstrating that your
concept is a
tautology.
Your last paragraph fails because it is all about measuring CLOCK
time, not
P-time. It's irrelevant to the discussion of P-time.
P-time is the radial dimension of our hyperspherical universe back
to the
point of the big bang. The surface is our 3-dimensional universe
4-dimensional - there's the whole problem!
in the present moment which is the locus of reality and all that
exists. As
the P-time radial dimension
Wow, so time P-time is single dimension orthogonal to the 3 dimensions
of space
that proceeds at a constant rate? It sounds *just like* good old clock
time did
in Newton's day! In fact just like our natural, naive intuition of time
before
an immense amount of deep thought and hard work on Einstein's part
revealed that
intuition to be mistaken.
extends happening occurs within the present moment and the current
state of
the universe in continually computed. This is experienced as
'proper time'
which is always the same no matter at what rate clock time is
running.
The only way P-time can be measured that I know of is from Omega,
the
curvature of the universe, from which we can compute the radius =
P-time
dimension. Anyone know what that equation would be?
So a measurement requires units. If P-time can be calculated from the
"curvature
of the universe" (itself problematic, since space-time is warped and
curved by
gravity and is not a simple sphere), then what units will result?
P-seconds? Is
there any way to convert P-seconds to normal, good-ole clock seconds?
If there's
no use the P-time measurement in any other equation with other physical
quantities such as time, distance, mass etc, then one has to wonder
what on
earth good it is.
Edgar
On Saturday, December 28, 2013 8:33:23 PM UTC-5, Pierz wrote:
Everyone else has made excellent, well laid-out arguments
against your
position Edgar, but I will throw in another perspective. You
ask whether
two observers 'share the same common present moment'. However
you don't
define what that means exactly. If I imagine your scenario of
two
observers who aren't me then of course they seem to share the
same
moment, regardless of how far apart they are. To say they
"don't share
the same moment" would be like saying that one exists and the
other
doesn't at some point in time, right? But this is really
begging the
question about what a "point in time" is. You seem to be
relying on an
intuitive sense of time that is not bound to anything
measurable (the
hidden point of my tongue-in-cheek 'U-time'). How need to
define what
you mean by "sharing the same moment" and you need to show how
it is to
be measured. I submit that the only method of making such a
determination is by means of something that measures clock
time. For
example, a clock! And you already agree that clocks will show
that the
observers don't precisely agree about the simultaneity of
events.
In fact, to make the whole situation clearer, it is better not
to use
observers or people as the objects said to share the same
common present
because observers persist in time and this makes things less
clear.
Instead, you should ask the same question about a momentary
event like a
pulse of light from a diode. Do the diodes themselves share the
"same
present moment"? Yes, whatever that means! Do the flashes occur
simultaneously? Well you know the answer depends on the
inertial frame
of reference. Substituting a mental event (the thought "I am here
now")
for the light flash, we can see that two thinkers cannot have
that
thought at an objectively identical moment. All events can be
timed
using clocks, which after all cold be anything that has a
regular cycle.
There is nothing in space-time, including mental events, that
is not an
event that can be timed in this manner. What is confusing you
is merely
the persistence of the observer and the impossibility of
imagining that
both observers don't exist at any point in time you can
imagine. But
*what* observer? The observer is constantly changing, and the
only way
to see if they share the same moment is to time the changes in
each
using clock time. P-time is an ad hoc postulate to save your
intuition
of an all-embracing moment. It fails when you try to
operationalize it.
Please, rather than reiterate your intuition, refute this point.
On Saturday, December 28, 2013 10:57:18 AM UTC+11, Edgar L.
Owen wrote:
All,
I haven't made any progress getting the idea of a common
universal
present moment across so here's another approach with a
thought
experiment....
To start consider two observers standing next to each
other. Do they
share the same common present moment? Yes, of course. Any
disagreement?
Now consider those two observers, one in New York, one in
San
Francisco. Do they share the same common present moment? In
other
words is the one in San Fran doing something (doesn't
matter what)
at the exact same time the one in New is doing something?
Yes, of
course they do share the same present moment. Any
disagreement?
Now consider an observer on earth and an observer in some
far away
galaxy. But with the condition that they share the exact
same
relativistic frame in the sense that there is zero relative
motion
and the gravities of their planets are exactly the same so
that
clock time is passing at the exact same rate on both their
clocks.
Now are these two observers sharing the exact same present
moment as
well? Note that we just extended the exact same relativistic
circumstances of the previous two examples so there can be
no
relativistic considerations. Do these two observers also
share the
exact same present moment as well? Yes, of course they do.
Not only
do they share the exact same present moment but they also
share the
exact same clock time t value. Any disagreement?
OK, if you agree then you have to take a partial step
towards
accepting my thesis of a common universal present moment.
You now
must agree that there is at least a common universal
present moment
across the universe for all observers in the same
relativistic frame.
Agreed?
Edgar
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