This physicist and an alphabetically-later collaborator developed a set of electrodynamic equations that set an upper limit on the self-energy of a point charge to avoid divergences in Maxwell electrodynamics. This physicist developed (-5[1])a coordinate chart to describe the worldlines of Langevin observers on a rotating disk, which must have constant orthogonal spacetime distance (10[1])to (10[1])satisfy this physicist’s relativistic formulation of rigidity. (10[2])While (10[1])at Göttingen, (10[1])this physicist and Heisenberg (-5[1])developed the (10[1])matrix representation (10[1]-5[1])of quantum physics. (10[1]-5[1])This physicist proposed that the squared (10[1])magnitude of a wave function (-5[2])equals (10[1])the probability (10[3])of (10[1]-5[1])finding (10[2])a (10[3])particle. (10[1]-5[2])For 10 points, (-5[2])name this German physicist (10[1]-5[3])who names an (-5[1])approximation (10[1]-5[3])that (10[1])fixes (10[1])nuclei in space (10[1])along with J. Robert (10[2])Oppenheimer. (10[3])■END■ (10[17]0[11])