Question:"Find the curve (or the function) y(x) for which the area under the curve is equal
to \frac{1}{\pi }th of the area formed by the rectangle whose one side is x and the other side is y(x)."
I think \int _a^xy(t)dt=\frac{1}{\pi }y(x).x
give me the curve.
Can anyone tell me what is complex quantum mechanics and why we need it? I think we don't need creature complex qm because qm uses complex Hilbert space and quaternion structers.
Last summer I took Semi Riemann Geometry lesson. Almost all the definitions in Semi Riemann geometry are with the same Minkowski geometry. I don't understand what is the different between Minkowski Space an Semi Riemann Space.