Paradox of the beginning
I have been struggling with this problem for a while. It is difficult for me to even explain it to you. Lets assume that universe has a beginning. There is however no before before beginning which means we cannot possibly define any reference point to measure the beginning from. This means that the age of universe can be anything which is paradoxical.
Comments (19)
When one is asleep there is no sense of time though there may be a sense of existence while dreaming. But what if there is no dreaming? Is there existence? There is certainly no sense of time. When we wake you, our sense of existence (our mind's sense of being) leaps into a different feeling of time/duration.
It is in the actual contemplation of life as we feel it that such questions can be understood. But I've must first completely jettison the scientific view of existence, because science cannot answer that kind of questions. It only measures with symbolics. It can never grasp life in the way contemplation can.
Yeah but where'd the sphere come from? If you're on the surface it looks like you can go in all directions forever. But if you are outside the sphere, you can ask why there is a sphere at all. Did it have a beginning?
What is the beginning? It only exists in humans' minds. Time, as Haramein suggests, is only a memory. What doesn't exists in our collective mind, seems a paradox!
It's not like that.
So you are relating time to consciousness?
Beginning: the point in time at which something begins. To define the beginning of time you need time which is circular. You can look at the problem this way.
Time in my opinion is real and allows change. I have a thread on this in here.
So why not simply reduce talk of time to measured intervals between events? For presently observed change does not require a background notion of temporarily if one accepts present change as irreducible and fundamental.
Yes, this is the real time of existence.
Time is real. I have an argument in favor of it in here.
Interesting.
I don't quite follow that argument, because in practice no proposition is applied exactly with infinite precision, hence even the meaning of a 'precise' calculus remains ill-defined in application, whatever the intended precision of the signs.
Remember Heraclitus's argument, that no man ever steps in the same river twice. How does one insist that a single application of a sign refers to a single state-of-affairs without question begging? If one cannot insist upon such a thing, then can't we be said to be using the calculus on X->Y, regardless?
this is something that i've struggled to understand my whole life, i understand that the universe is expanding from every point but there still has to be an edge because how can something just be infinite. that's extremely hard to comprehend. and the idea of infinity, what does this mean? is anything possible? if it is infinite i shouldn't any problem stating that spongebob squarepants is a real living sponge somewhere in the universe but that sounds ridiculous. what does infinity actually mean for the universe?
All paradoxes are failures of human language or conceptualization. Nothing physical can ever be paradoxical. That's the lesson of the 20th Century, although some always knew. It's not impossible. It's not even weird. It's just what it is. What more is there to know?
Good issue. I tend to read this situation in terms of the limitations of human thinking. Maybe our minds just weren't evolved for this kind of thing. Maybe these metaphysical classics are examples of the human mind discovering its own quirks. Hume's problem of induction is another one.
Aside from the time issue, there is the space version, too. A boundless space cannot be clearly imagined (I can't anyway) and yet bounded space is even more impossible. In the first case, it's just too big (though 'big' is maybe the wrong word, since size is made absurd). In the second case, we automatically imagine space beyond the boundary.