Was I Feynman's student? No. Have I ever met him? No. Then why am I so crazy about Feynman?

• I like his physics. According to R. P. Feynman, the adventure of our science of physics is a perpetual attempt to recognize that the different aspects of nature are really different aspects of the same thing.

  I studied this aspect of physics extensively starting from the philosophy of Immanuel Kant, which influenced Einstein in his formulation of relativity.

  In high-energy hadronic physics, Gell-Mann's quark model works well for hadrons at rest or moving slowly. However, Feynman observed that hadrons moving with velocity close to that of light appear like collections of partons whose properties appear to be quite different from those of the quarks. Quarks and Partons! Are they different aspects of the same thing?

  Portrait at the entrance of the Feynman Computing Center of the Fermi National Accelerator Laboratory.

• Many people wrote about Richard Feynman. Among them was Yuval Ne'eman. He said Feynman was the Elvis Presley of Science. Elvis and I were born in the same year, and he was drafted to the army when I was an undergraduate student at Carnegie-Mellon University in Pittsburgh. He was regarded as a crazy mixed-up boy. We all thought the army would straighten him up, but he changed the world. I love Elvis. I have the same kind of feeling toward Feynman, although he was born much earlier than I was.

• Can Feynman diagrams deal with bound-state problems? Here, Feynman suggested a different approach: use harmonic oscillators. Then, can the oscillators be made Lorentz-covariant? In order to approach this problem, I needed Wigner. This is the reason why I was and still am so enthusiastic about Eugene Wigner.

• Feynman's parton picture accurately describes hadrons moving with speed close to that of light. On the other hand, the same hadrons are like quantum bound states with excitations and degeneracies, in accordance with Gell-Mann's quark model. Then the question is whether the parton model and the quark model are two different manifestations of the same covariant entity, as Einstein's energy-momentum relation can be used for both slow and fast moving particles in their respective limits. Click here for the resolution of this problem.