Let's recall your original comment. You said we can't talk about reality correspondence of math because multiple logical systems can describe physical space equally well.
A triangle in a euclidean system is not the same shape as a triangle in spherical, etc. They are only equivalent in that they have an analogous logical definition in their separate systems.
They don't look the same. They don't describe the same physical phenonoma either. In other words, the physical correspondence is not the same, so there is no contradiction.
A triangle in a euclidean system is not the same shape as a triangle in spherical, etc. They are only equivalent in that they have an analogous logical definition in their separate systems.
They don't look the same. They don't describe the same physical phenonoma either. In other words, the physical correspondence is not the same, so there is no contradiction.