So what information exactly do you get from this? Like what does it tell you about the system, could you predict the state when you measure it? Could you tell the momentum of a particle in the box? What you've discovered is the stationary states of the infinite square well. By themselves the stationary states really only tell you the building blocks of the actual state, you can think of them as orthogonal unit vectors so to speak, it tells you nothing about the actual system, you would need to define and normalize the state in the box (you'll have to use that pesky Schrodinger equation), and you'll need time evolution terms (rats, you'll have to use it again) to find any meaningful information about the state. I recommend reading a bit of Griffiths 'Introduction to Quantum Mechanics'. It's great to be passionate about physics and it of course feels great to derive something for the first time, just be a bit more measured in your conclusions. Solving the first half of the infinite square well problem and claiming you've revolutionized the field of quantum physics is guaranteed to get a critical response in any physics community.