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## Main Question or Discussion Point

Okay, so hear me out.

I originally came to college as a physics major. I've always grown up loving everything about it, especially the concept of time travel. However, now that I'm now a junior in college I have noticed patterns among professors, who seem to follow mathematics so blindly (dangerously so, imo) that they fail to see the quick, intuitive shortcuts that I see. It's as if he doesn't "see" things with intuition, but rather relies on the crutch of mathematics, which does all the work for him. When, I ask him the answer to a certain problem, it's as if he says: "Hmm, well let's see what math says it should be.., because I don't have my own brain. Let me just take this variable called y, do something funny to it, and wallah, out comes the answer. I didn't figure that out for myself, mind you, I let math do the trick"

The way I've tried to approach every physics problem up until this point is to use the most fundamental logic. For example, I don't like how so many funny looking symbols that really stand for something else are , i.e the integral. Let's say we have a function f(x) = x. There's nothing intuitive about being able to conveniently raise it to one higher power, and divide by that power to get the area function. I mean, sure it's fast and easy, but why are things that convenient for us? The modern world relies on calculus, which means that our survival comes down to simple "gifts" of being able to calculate fluxes, probabilities, volumes, etc with simple, neat tricks. That makes me sick, for some reason, that we allow math to control us in such a way.

I do understand that, on the one hand, we can't really give up on all the learned formulas because the work of scientists, whose formulas we use today, would have been all for nothing if we discarded them and searched for something truly elementary. Things that are irreducible, and only stand for themselves (like counting numbers) instead of using tricks.

I've thus obviously dealt with a lot of frustration, and even depression now. I've just "given up" on physics, and switched to computer science because I feel that all I'll be doing in grad school is applying "complicated" formulas, which really stand for something elementary, without truly understanding them at a deep, intuitive level.

Idk. Maybe I'm better off as a philosophy major, with the way I tend to approach problems? I took one class, and found that my very deep "need for complete intuition" way of approaching things worked way better there than in physics.

I guess what I'm really trying to get at is: what kind of careers/majors is better suited to someone who approaches things with the most deep-rooted intuition, and without regard for things that stand for other things.

Or maybe, I'm just crazy..? anyways, I need your help!

Thanks for reading.

I originally came to college as a physics major. I've always grown up loving everything about it, especially the concept of time travel. However, now that I'm now a junior in college I have noticed patterns among professors, who seem to follow mathematics so blindly (dangerously so, imo) that they fail to see the quick, intuitive shortcuts that I see. It's as if he doesn't "see" things with intuition, but rather relies on the crutch of mathematics, which does all the work for him. When, I ask him the answer to a certain problem, it's as if he says: "Hmm, well let's see what math says it should be.., because I don't have my own brain. Let me just take this variable called y, do something funny to it, and wallah, out comes the answer. I didn't figure that out for myself, mind you, I let math do the trick"

The way I've tried to approach every physics problem up until this point is to use the most fundamental logic. For example, I don't like how so many funny looking symbols that really stand for something else are , i.e the integral. Let's say we have a function f(x) = x. There's nothing intuitive about being able to conveniently raise it to one higher power, and divide by that power to get the area function. I mean, sure it's fast and easy, but why are things that convenient for us? The modern world relies on calculus, which means that our survival comes down to simple "gifts" of being able to calculate fluxes, probabilities, volumes, etc with simple, neat tricks. That makes me sick, for some reason, that we allow math to control us in such a way.

I do understand that, on the one hand, we can't really give up on all the learned formulas because the work of scientists, whose formulas we use today, would have been all for nothing if we discarded them and searched for something truly elementary. Things that are irreducible, and only stand for themselves (like counting numbers) instead of using tricks.

I've thus obviously dealt with a lot of frustration, and even depression now. I've just "given up" on physics, and switched to computer science because I feel that all I'll be doing in grad school is applying "complicated" formulas, which really stand for something elementary, without truly understanding them at a deep, intuitive level.

Idk. Maybe I'm better off as a philosophy major, with the way I tend to approach problems? I took one class, and found that my very deep "need for complete intuition" way of approaching things worked way better there than in physics.

I guess what I'm really trying to get at is: what kind of careers/majors is better suited to someone who approaches things with the most deep-rooted intuition, and without regard for things that stand for other things.

Or maybe, I'm just crazy..? anyways, I need your help!

Thanks for reading.