The contemporary machinery of forcing and topoi shows that Cantor’s power structure of cardinalities potentially acts similar to an object whose form changes across sensible perspectives.
“The significance of mathematics lies in its freedom.”– Georg Cantor
At some factor in our childhood, we start to hunt things, count them, and gather them in sets. The rewards, the fruits, the playthings, the devices, the days, the evenings …– and we discover soon to remember and document of how many ‘things’ we have in which pocket, drawer, instance, box, note … These are the very early moments in our lives when we with ease begin to abstract collections of ‘components’ right into ‘sets’.
Anthropologists inform us that hunting and event was probably the main survival technique adopted by human cultures going back some 1 8 million years back by Homo erectus and from its look some 200, 000 years back by Humankind ⇱ That claimed, it shows up that the human varieties had actually developed early in its evolution the mental and social ability to abstract ‘sets of countable points’– and, by the power of imagination, sets of ‘vast’ things or ‘infinity’ also.