There is no logic that shows things can't have beginnings. At least none that you provide here.
I didn't say "things can't have beginnings". I didn't provide the whole example because we've presumably been over a form of it (the argument) before. I reiterated it in my responses to Juma and EB.
Nope. It's known that it is a logical impossibility for something to come from nothing.
Repeating empty claims many times doesn't make them logical arguments.
No unter, this is not an empty claim, although it is about nothing. It is a logical impossibility (there is a built in contradiction) for something to come from nothing.
The statement "something came from X" assumes that X exists. That X is non-existence contradicts the assumption of X's existence for something to come from it.
Not only that, for nothing to have properties that allow things to emerge from it implies that it is not nothing. The preceding idea is somewhat akin to what Krauss said in the preface of his book, when he backpedaled from his foolish claims about something from "actual" nothing.
Whatever pre-existed the BB existed.
If something pre-existed the Big Bang then of course it existed. But we can't conclude that anything exists in the complete absence of evidence. Otherwise we would have to conclude that many gods exist. Even the imaginary god called infinity.
There is plenty of evidence. Something caused the BB. Whatever did is obviously not nothing, because nothing doesn't cause anything. Simple logical inference. It's not a big mystery. It's simple and elegant. Something does not come from nothing.
However, the concept of nothing naturally emerges from something. And with the concept of nothing, we can build interesting frameworks, but they always come from something, no matter what. Nothing comes from something, not the other way around.
Your claim that something that has unbounded past existence means that it can't end today? It's not correct.
An unbounded past just means an amount of time that never finishes. Just as an unbounded future means the same. And yes, my claim is that an amount of time that never finishes can't finish at the present.
That's backwards, as you've been told many times. An unbounded past means from the present, you can measure backwards any amount (although you may not be able to see clearly). An unbounded future means that from the present, you can measure forwards any amount, although once again, you may not be able to see clearly.
Certain events are a bit easier to predict, and observe (large scale physical interactions). Although even these get obscured by the fog of time.
This is a religious belief, not the result of any logical argument, and as usual you give none and only make claims.
No unter, it's been shown many times that something does not come from nothing. What something comes from is always something. Nothingness comes from something that creates the concept of nothingness, not the other way around.
It's a set without an upper or lower bound. It doesn't have a start or a finish. It's a set.
It's two sets with an imaginary nothingness plastered in between.
No unter, it is not. If you want to argue against the definition of what the
set of integers is, and argue that it is something entirely different than what everyone else is referring to, start your own language, and speak to people who speak it. I'm not interested in learning your sub-dialect as I'd like to be able to communicate with those who already understand the mathematics, and they already use terms in specific ways which
we have to learn in order to learn the concepts that they are speaking of.
There is a reason for standardized language: so we can communicate and build upon what has come before. We don't use Euler's symbol for infinity, because it is used as the symbol for the imaginary unit. If I started to use non-standard symbology, people would have to put more effort into understanding what I write. There would be various ambiguities. If I use standard language and symbols, and you do not, your concepts will appear incorrect, so you are required to communicate using standardized communication when you are arguing points.
Arrows do not mean no beginning to the series. They mean no end. We have no symbol that represents no beginning because a series that has no beginning is a series that doesn't exist.
<------> That is a "series" (unter series) that has no beginning or end. It doesn't begin in the middle- it doesn't have a beginning or end. It is just an infinite unter "series".
Even if in some imaginary world I gave you infinite apples you could never be sure they were infinite. Even if you lived infinite years. You could count and count and count and never could you conclude you had infinite apples. Perhaps you only have a million more to count.
You don't count a limitless amount of time. There are much more interesting things to do in infinite reality.
The point is the beginning of two lines that have no end. It is not the end of something that never began, whatever that could possibly mean.
There you go. Finally. Now is the beginning of 2 timelines that never end- one extending into the past, one into the future.
They were working with theological ideas invented by humans. They were not basing these musings on anything observable.
Umm, you know we observe ideas that arise out of reality. Even the computer screen you are looking at now is imaginary in some sense. Objective and subjective reality are intertwined, and not realizing that ideas themselves can represent objective reality (e=mc^2 or the infinite duration of existence) is a major failure in understanding understanding. haha.