Quote by Hans Reichenbach
We can... treat only the geometrical aspects of mathematics and shall be satisfied in having shown that there is no problem of the truth of geometrical axioms and that no special geometrical visualization exists in mathematics.
Summary
This quote emphasizes the idea that mathematics is not solely about visualizing and representing geometric concepts. It highlights the importance of understanding that mathematical truth goes beyond geometrical aspects, and that the validation of geometrical axioms does not rely on specific visualizations. In other words, this quote suggests that mathematics is a discipline that extends beyond visual intuition and encompasses a broader range of conceptual and logical understanding.