Is Manifold in Bedting a Good Description of Physical Space?

The part of mathematics that comes closest to describing what we've been saying in words, is manifold in bedting. So it's not self evident that a an aggregate description of something like this should be euclidian space. I mean, for ample in em in the case ofn what we've looked at enough as its project. But i suppose the question would be, you know, you're saying you've done dimension reduction, you've got some kind of pseudo symbolic description. Not clear.