Is the Universe really infinite/absolute 0

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The discussion revolves around the concept of absolute zero and the average temperature of the universe, currently estimated at 2.73 Kelvin. It raises the question of how this average can exist if the universe is infinite, suggesting that an infinite area would lead to an average temperature of zero. Participants note that there is no definitive evidence proving whether the universe is infinite or finite. The conversation also touches on the idea of homogeneity, questioning why the average temperature would differ across large volumes of space. Ultimately, the implications of the universe's finiteness or infiniteness remain uncertain and largely philosophical.
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Ok, so I was just thinking about this today. First off, I was thinking about absolute zero, and how they say it's impossible, but then I thought about what the average temp. of the universe is. According to several internet sources, the current average temp is about 2.73 kelvin. I was wondering, how is that possible if the universe is infinite if the average temperature is above 0 (because you would end up getting all the temperatures over the area, which is infinite, so you would end with an average temp of 0)?
 
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There is no evidence that the universe is infinite. The observable universe, which is the part that we can see and interact with, is clearly finite.
 
mcafej said:
Ok, so I was just thinking about this today. First off, I was thinking about absolute zero, and how they say it's impossible, but then I thought about what the average temp. of the universe is. According to several internet sources, the current average temp is about 2.73 kelvin. I was wondering, how is that possible if the universe is infinite if the average temperature is above 0 (because you would end up getting all the temperatures over the area, which is infinite, so you would end with an average temp of 0)?

There is zero evidence either way as to whether or not the universe is infinite or finite, but what difference does it make? Given homogeneity, why would you expect the average for one big volume (say the size of the observable universe) to be different than another big volume?
 
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