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Its a common question. It can very easily be linked with religious principles, with God as a manifestation of omnipotence and infinite knowledge and power. But holistically i'd like to see if someone can best sum infinity.
(Do not say 'never ending')
Dunno about you, but I can't. Oh, sure, I can blather on with abstract terms and dictionary definitions, but to actually understand infinity? Nope.Its a common question. It can very easily be linked with religious principles, with God as a manifestation of omnipotence and infinite knowledge and power. But holistically i'd like to see if someone can best sum infinity.
(Do not say 'never ending')
Sure. Just think of the largest number imaginable and add one to it....forever. Simple, right?
... i'd like to see if someone can best sum infinity.
Its a common question. It can very easily be linked with religious principles, with God as a manifestation of omnipotence and infinite knowledge and power. But holistically i'd like to see if someone can best sum infinity.
(Do not say 'never ending')
I've been hooked on the concept of Multidimensional reality for a good long time now and in short that concept implies an infinite number of dimensions that are infinite in their own right. (Do not confuse this rendering of Multidimensional reality with the popular physics concept of the Multiverse. Similar, but I wouldn't want to imply that is what I am talking about, as I'm not a physicist and I wouldn't want to muddy their wonderful idea.)Its a common question. It can very easily be linked with religious principles, with God as a manifestation of omnipotence and infinite knowledge and power. But holistically i'd like to see if someone can best sum infinity.
(Do not say 'never ending')
Human stupidity.
Human stupidity.
If your looking at an uncomplicated way of grasping infinity, I kept a ruler and started dividing by multiples of 2 to see if a singularity can be achieved mathematically.All I essentially wanted to get at was some sense of grasping of the concept not delving beneath the surface of complex theorems.