Recent content by Look
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Undergrad Koch fractal limit: how does infinite projection equal finite length?
One can't find this error in verbal-symbolic-only reasoning by using verbal-symbolic-only reasoning. In order to find this error, one has to use visual AND symbolic reasoning, as done, for example, in... -
Undergrad Koch fractal limit: how does infinite projection equal finite length?
No, all you did is to use verbal-symbolic-only reasoning, as currently used by the majority of, so called, "pure" mathematicians. By using visual AND symbolic reasoning, as I did in https://www.physicsforums.com/threads/a-limits-problem-fractal-initiator-generator.881023/page-5#post-5542100, I... -
Undergrad Koch fractal limit: how does infinite projection equal finite length?
Dear micromass, since ##a+b+c+d+...## is defined by "zig-zag" lines that all of them have the constant length ##2X##, then ##a+b+c+d+...=X## implies ##2X = X\sqrt{2}##. If you disagree with this implementation then please show that ##a+b+c+d+...=X## doe not imply ##2X = X\sqrt{2}##. Here is... -
Undergrad Koch fractal limit: how does infinite projection equal finite length?
I hope that you realize that since there is minority, then it is not true that "all modern mathematicians agree that this is not mathematically rigorous". -
Undergrad Koch fractal limit: how does infinite projection equal finite length?
Since when being minority means that one does not doing valuable mathematics? -
Undergrad Koch fractal limit: how does infinite projection equal finite length?
Exactly as pictures-only can be misleading so is the case about verbal-symbolic-only reasoning. Since my diagram is not less than a linkage among visual AND symbolic reasoning, you can't value it by using pictures-only or verbal-symbolic-only reasoning. -
Undergrad Koch fractal limit: how does infinite projection equal finite length?
By your (probably) formal school of thought it is not mathematically rigorous, but this is no more than your philosophical view of mathematics, that has nothing to do with how mathematics actually can be done. -
Undergrad Koch fractal limit: how does infinite projection equal finite length?
So you are some kind of a superman. -
Undergrad Koch fractal limit: how does infinite projection equal finite length?
My diagram is not only a picture, but it uses a linkage among visual AND symbolic reasoning. -
Undergrad Koch fractal limit: how does infinite projection equal finite length?
Did you read all of them in ten minutes, understood them and then concluded that non of them "actually produce a novel result" ? You must be some kind of superman. -
Undergrad Koch fractal limit: how does infinite projection equal finite length?
Hundred math books or hundreds of research papers not cover math. I think that you simply find what you search for (according to your philosophical view of math), no less no more. Here is some stuff that you probably did not read... -
Undergrad Koch fractal limit: how does infinite projection equal finite length?
Come on, we are not talking about inductive "self-evidence" , but about deductive self-evidence. -
Undergrad Koch fractal limit: how does infinite projection equal finite length?
This is exactly the reason of why a proof without words is more elegant than verbal-symbolic-only proofs. -
Undergrad Koch fractal limit: how does infinite projection equal finite length?
A proof without words is a self-evident true that uses symbols without the need of further verbal-symbolic definitions. -
Undergrad Koch fractal limit: how does infinite projection equal finite length?
Wrong, by Wikipedia proofs without words "can be considered more elegant than more formal and mathematically rigorous proofs due to their self-evident nature" Wikipedia is a reliable source for mathematics, which is not less reliable than math books.