On Wednesday, January 15, 2020 at 4:19:59 PM UTC-7, Alan Grayson wrote:
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> On Tuesday, January 14, 2020 at 3:37:22 PM UTC-7, Alan Grayson wrote:
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>> On Tuesday, January 14, 2020 at 11:56:51 AM UTC-7, Alan Grayson wrote:
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>>> On Tuesday, January 14, 2020 at 10:27:27 AM UTC-7, John Clark wrote:
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>>>> On Tue, Jan 14, 2020 at 6:47 AM Alan Grayson <[email protected]> 
>>>> wrote:
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>>>>
>>>>> > >It is true for a de Sitter universe as a solution of the Einstein 
>>>>>> equations. If the universe is spherical, it will eventually recontract, 
>>>>>> and 
>>>>>> light cannot get right round and back to its starting point before the 
>>>>>> universe recontracts to a point. If the universe is expanding via dark 
>>>>>> energy, even if spherical, light still cannot get round because of the 
>>>>>> expansion. In other words, you can never see the back of your own head 
>>>>>> no 
>>>>>> matter what the geometry of the universe!!!!!
>>>>>> Bruce
>>>>>>
>>>>>>>
>>>>> > *Since it's not a perfect sphere* [...]
>>>>>
>>>>
>>>> Because we're talking about curved Spacetime and not curved space and 
>>>> because non-Euclidean geometry must be used (due to that minus sign that 
>>>> sneaks into Pythagoras formula if time is one of the dimensions) it's 
>>>> misleading to call it a "sphere", it's even misleading to call it the 
>>>> surface of a 4D sphere. What we really want to know is it the geometry of 
>>>> the universe is open or closed.
>>>>
>>>
>>> *Hypersphere; closed; if you believe it's age is finite. AG *
>>>
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>>>>
>>>>> *> light never exactly returns to its starting point. That's just an 
>>>>> approximation *
>>>>>
>>>>
>>>> That's what happens in a de Sitter universe, its flat and open and you 
>>>> get a de Sitter universe if the universe is not dominated by matter but by 
>>>> the Cosmological Constant, which is probably Dark Energy.
>>>>
>>>
>>> *Since it's not perfectly homogeneous, a beam of light can be bent, this 
>>> way and that way, so it's unlikely to return exactly to its point of 
>>> origin. You know, what we OBSERVE and MEASURE is an expanding universe, so 
>>> an ad hoc insertion of an infinite spatial extent is suspect. AG*
>>>
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>> *It's like a leaf on a tree. The leaf is our universe, closed and finite 
>> in spatial extent. It's attached to what I've called "the substratum", 
>> analogous to a tree, possibly infinite in spatial extent and having an 
>> infinite past. Let's call it "the Tree of Life". Our universe is connected 
>> to it, has been since the BB, which is why it's expanding, like a leaf 
>> growing.  AG*
>>
>
> *A fruit tree is a better analogy, since most fruits are approximately 
> spherical, as is our universe (hyper-spherical); observable and 
> non-observable regions. It must be somehow connected to its source or 
> origin, but how that connection manifests is currently above my pay grade. 
> The problem with current models of a flat universe is that the infinity of 
> spatial extent implied, seems like an ad hoc hypothesis, not organically 
> connected with the rest of the theory. AG *
>

*Since there's no preferred point in space-time, the connection to the BB 
must be everywhere, at every point in space-time. AG *

>
>>> Already about 74% of the matter/energy in our universe is in the form 
>>>> of Dark Energy, and as time progresses that percentage can only increase 
>>>> and we'll get closer and closer to a pure de Sitter universe. That's 
>>>> because the Cosmological Constant is a property of empty space, so as the 
>>>> accelerating universe creates more space it also creates more Dark Energy, 
>>>> however the total amount of matter (both regular and dark) remains fixed.
>>>>
>>>
*Why does the total amount of matter, both regular and dark, remain fixed 
as the universe expands? AG*

And in a de Sitter universe the distance between any 2 non-accelerating 
>>>> points will, given enough time, eventually be moving apart faster than the 
>>>> speed of light.
>>>>  
>>>>
>>>>> *> **Let's forget it. These discussions are worthless.*
>>>>>
>>>>
>>>> It appears you are not following your own advice.
>>>>
>>>> John K Clark 
>>>>
>>>

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