It was first discussed in the context of a gamma-ray microscope with a resolving power of the wavelength over the sine of the half-angle subtended by the lens. It is responsible for the stability of atoms, since it implies a minimum ground state energy that is consistent with this statement. The wave function that satisfies the lower bound given by this equation is a Gaussian wave packet, and it pairs time with energy, making possible the creation of virtual particles for short times. Obeyed by pairs of canonically conjugate variables, for ten points, identify this sta
It was first discussed in the context of a gamma-ray microscope with a resolving power of the wavelength over the sine of the half-angle subtended by the lens. It is responsible for the stability of atoms, since it implies a minimum ground state energy that is consistent with this statement. The wave function that satisfies the lower bound given by this equation is a Gaussian wave packet, and it pairs time with energy, making possible the creation of virtual particles for short times. Obeyed by pairs of canonically conjugate variables, for ten points, identify this statement that complementary quantities can not be simultaneously measured to arbitrary precision named for its German formulator.
It was first discussed in the context of a gamma-ray microscope with a resolving power of the wavelength over the sine of the half-angle subtended by the lens.