jostpuur
- 2,112
- 19
How much is known about eigenstates and values of the Hamiltonian
<br /> H=-\frac{1}{2m}\partial_x^2 + c x^4<br />
I understand the fact that we cannot find precise solutions to everything, but what I find disturbing here is that I haven't even encountered approximation methods that would be useful here. Do approximate solutions to this exist in mainstream knowledge?
<br /> H=-\frac{1}{2m}\partial_x^2 + c x^4<br />
I understand the fact that we cannot find precise solutions to everything, but what I find disturbing here is that I haven't even encountered approximation methods that would be useful here. Do approximate solutions to this exist in mainstream knowledge?