the Poincare conjecture
I suggest that the Poincare conjecture is a direct result of a new understanding of the basic structure of space itself.
In the concept sharing of a point, we can see that space has this new leveled structure. https://calctutor.ca/category/mathematics/knots-mathematics/a-clearer-and-simpler-explanation-of-knottedness-using-concept-sharing/
So also that any loop may be considered to be a point, because the point can have an infinite number of parts, and any point considered to be a loop. Therefore any space which does not contain “holes” or twists in any dimension will be necessarily simply connected.
