Oskar Klein discovered that applying his equation to scattering with an electric potential did not conserve total probability, and a "sea" named for this physicist refers to a description of the vacuum. He took the square root of the wave operator by giving each spatial derivative, as well as the time derivative, coefficients that he found to be (*) four-by-four matrices; those matrices define his namesake algebra and underlie one of his most prominent contributions, a wave equation consistent with special relativity that describes the behavior of fermions. For 10 poin
Oskar Klein discovered that applying his equation to scattering with an electric potential did not conserve total probability, and a "sea" named for this physicist refers to a description of the vacuum. He took the square root of the wave operator by giving each spatial derivative, as well as the time derivative, coefficients that he found to be (*) four-by-four matrices; those matrices define his namesake algebra and underlie one of his most prominent contributions, a wave equation consistent with special relativity that describes the behavior of fermions. For 10 points, name this pyhsicist who predicted the existence of antimatter.
Oskar Klein discovered that applying his equation to scattering with an electric potential did not conserve total probability, and a "sea" named for this physicist refers to a description of the vacuum.
Paul Adrien Maurice {Dirac}