On hadronic symmetries

The Schroedinger equation with a potential well is transformed to a new equation, here called ''hadron-equation.'' The discrete spectrum of the equation fits the hadron masses-mesonic and baryonic-just excellent, especially the so-called ''stable'' hadrons. A new O- boson at 4000 GeV is predicted. A similar but more drastic treatment of the DIRAC-equation leads to a ''nuclear equation.'' Its lowest eigenvalues is 15 MeV, the average binding energy of a pair of nuclei. The next few eigenvalues may be identified with Q-values of (stable) hadrons. Only 5 neutral constants (h,c,e,m/sub el/,m/sub p/), no fitting parameters, are used. The symmetry of these two new equations is remarkable: besides the combination of the physical constant involved, they are identical