Is cubing mathmatical?

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Mudkip

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Many cubers say cubing is non mathmatical. Most non-cubers say it is.
Form both perspectives:

Cubers: We're not actually doing math in the solve.
Non- Cubers: They use patterns, based on math.

So who's right?
 
Cubes are sometimes used in math lessons, therefore cubing = mathematical

i dont know it that logic transfers over. i have used chocolate bars in math lessons before that doesn't make chocolate = mathematical

i think that math can be applied to solve it in very loose terms, but overall i think it is more logic and spacial thinking than math
 
Are commutators mathematical, or can they just be expressed mathematically?

The cube is no more mathematical than a ball is. It's fantastic for demonstrating many mathematical concepts, but it was created as it was, the mathematics were studied afterwards.
 
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Are commutators mathematical, or can they just be expressed mathematically?

Math? In my commutators? I think not!

(They have a mathematical basis but it's not necessary to understand it to make commutators)
 
uh oh, i will try an explain my self.

yes commutators are a strictly mathematical approach to solving the cube, from the mathematical stand point, but while actually solving i get a different idea, how I think when I do comms is basically this "A gets to B with proper orientation and C goes to A with proper orientation", that is more logic to me than math, the idea and system is mathematical but not math when doing moves on the cube.

Im not a math guy so I don't know how commutator are really used in mathematics, but form what I know that is how I look at it.

And I think math is a way for us to quantify our surroundings based on measurements, observations and patterns we find in numbers.
 
different parts meaning what? because i can see how we get the ideas from math or use mathematical ideas so describe what we do in a solve, but is solving mathematical?
 
Maths is often used to discover the number of different permutations for a step. While not using during a solve, it's an aid in developing a solving method.

BLD solvers may do x + 1 mod 2 after solving each edge or corner during M2/Pochmann to store a boolean value for parity.

Of course there will be better examples, but I'm not majorly into cube theory.
 
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