One set of mathematical constructs named for this man are Hermitian and unitary, and thus correspond to the observables of the complex Hilbert space with two dimensions. This man used the conservation of energy and momentum in beta decay to theorize the existence of the neutrino. He names a set of three matrices that describe spin, and one of his results explains why neutron stars below the Tolman-Oppenheimer-Volkoff limit don't collapse. That principle concerns the anti-symmetric quantum states of fermions, explaining why electrons with the same spin cannot occupy the same orbital. For 10 points, name this Austrian theoretical physicist with
One set of mathematical constructs named for this man are Hermitian and unitary, and thus correspond to the observables of the complex Hilbert space with two dimensions. This man used the conservation of energy and momentum in beta decay to theorize the existence of the neutrino. He names a set of three matrices that describe spin, and one of his results explains why neutron stars below the Tolman-Oppenheimer-Volkoff limit don't collapse. That principle concerns the anti-symmetric quantum states of fermions, explaining why electrons with the same spin cannot occupy the same orbital. For 10 points, name this Austrian theoretical physicist with a namesake Exclusion Principle.
One set of mathematical constructs named for this man are Hermitian and unitary, and thus correspond to the observables of the complex Hilbert space with two dimensions.