I admit this is a truly ridiculously stupid idea that I only spent around 30 minutes thinking about. Nonetheless I still want input or for someone to expand on it.
Ok so we have the concept of infinity. A never ending sequence but for now we will think of it as an uncountable number. A fact about infinity I thought of and believe to be true:
- Each and every digit of Infinity is 9.
As well (in accordance to this "theory") I think there's an end to infinity. Thinking of it numerically this end would be when our infinite number reaches universal boundaries, in other words, the point when universally the number cannot exist (though this number will never ever be percieved).
Actually, infinity is just an inconcievable figure, it doesn't mean it doesn't have an end it simply means it inpercievable. For instance when you set up a simple problem (Infinity)/(Infinity), according to our math laws this will equal 1. How is that possible for something that's never ending? Well 1, it proves that each number in Infinity is equal to a uniform digit, and 9 being the highest possible single digit is the most probable one. 2, it also proves that at some point, although inpercievable by us, infinity does come to an end, and the only way I think this is possible is because of the universal boundaries mentioned above.
In a similar sense we can think of infinity as completely dependant on our universe, ever increasing as our universe is. With each second, no, each 1/(Infinity) of a nano-second, the universe and our infinite figure increases. But at the same time during that 1/(Infinity) of a nano-second our universe and our infinite figure is at stand still, having both a definite beginning and end. Well this is just really a side idea.
Its either this or our mathlaws are wrong. And seeing as the accomplishments we've made with modern day equations I'd have to say the mathlaws are right. So with this in mind lets take a different view. With each digit in Infinity being 9. Logically Infinity/9 for the stand still mentioned above would come out with a inpercievable sequences of 1s.
And...I lost my train of thought... I'm going to sleep... tommorrow I'll remember what I was talking about. Hopefully
:m:
Ok so we have the concept of infinity. A never ending sequence but for now we will think of it as an uncountable number. A fact about infinity I thought of and believe to be true:
- Each and every digit of Infinity is 9.
As well (in accordance to this "theory") I think there's an end to infinity. Thinking of it numerically this end would be when our infinite number reaches universal boundaries, in other words, the point when universally the number cannot exist (though this number will never ever be percieved).
Actually, infinity is just an inconcievable figure, it doesn't mean it doesn't have an end it simply means it inpercievable. For instance when you set up a simple problem (Infinity)/(Infinity), according to our math laws this will equal 1. How is that possible for something that's never ending? Well 1, it proves that each number in Infinity is equal to a uniform digit, and 9 being the highest possible single digit is the most probable one. 2, it also proves that at some point, although inpercievable by us, infinity does come to an end, and the only way I think this is possible is because of the universal boundaries mentioned above.
In a similar sense we can think of infinity as completely dependant on our universe, ever increasing as our universe is. With each second, no, each 1/(Infinity) of a nano-second, the universe and our infinite figure increases. But at the same time during that 1/(Infinity) of a nano-second our universe and our infinite figure is at stand still, having both a definite beginning and end. Well this is just really a side idea.
Its either this or our mathlaws are wrong. And seeing as the accomplishments we've made with modern day equations I'd have to say the mathlaws are right. So with this in mind lets take a different view. With each digit in Infinity being 9. Logically Infinity/9 for the stand still mentioned above would come out with a inpercievable sequences of 1s.
And...I lost my train of thought... I'm going to sleep... tommorrow I'll remember what I was talking about. Hopefully