# Visualization And Re-presentation Visualization is a main characteristic of Greek culture. You could easily see it if you visit an orthodox church. It is a tradition since ancient Greece. They were especially good at architecture, sculpture, pottery, stage play, &c. Also Buddha was originally symbolic. But Greeks in Gandhara had made statues for the first time. Similarily "Music" means the sounds. Or maybe only the sheets. But the Greek term "Mousike" means the overall performances including the sounds. Then is music inherently better than mousike? Is arithmetic inherently better than geometry? If you actually have read Euclid's Elements, you will know that it is not just geometry. The number 1 and the line segment with the length 1 mean the same thing. If x is a factor of n, then it says that x measures n. It does arithmetic and geometry at the same time. For example, since 6 = 2*3 you can say that 6 is 2 times "the measure 3" which also means the line segment with the length 3. Then 3 measures 6. Also Pythagoreans studied arithmetic geometrically. They used pebbles to present numbers. Especially they were interested in polygonal numbers. Some Pythagorean concepts came from it. For example, why odd numbers are stable and even numbers are unstable is because of square vs rectangular. 1+3+5+... vs 2+4+6+... . . . . . . . . . . . . . . . . . . . . . . Arithmetic and geometry are strongly intertwined. In fact number theory is abstract algebraic geometry. Visualization is a re-presentation. What does it present again? NUMBERS. And forms which reduce to numbers in the end. Numbers are immanent. You can experientially discover it. Numbers in that world and numbers in this world are not different things. Numbers in arithmetic, music, geometry, astronomy are all the same things. Therefore music is not inherently better than mousike. If numbers in music and numbers in its representation make an unison or a harmony, mousike is better. If not, music is better. Though it is true that there are tons of poor representations.