4 papers
The He atom revisited
S Datta, J M Rejcek, J. L. Fry
In the Feynman-Kac[1] path integral approach the eigenvalues of a quantum system can be computed using Wiener measure which uses Brownian particle motion. In our previous work[2-3]…
Generalized Dirac and Klein-Gordon equations for spinor wavefunctions
R. Huegele, Z. E. Musielak, J. L. Fry
A novel method is developed to derive the original Dirac equation and demonstrate that it is the only Poincare invariant dynamical equation for 4-component spinor wavefunctions. Ne…
Various representations of the quantity Newton called inertial mass
J. L. Fry, Z. E. Musielak
Newton introduced the concept of mass in his {\it Principia} and gave an intuitive explanation for what it meant. Centuries have passed and physicists as well as philosophers still…
Fundamental dynamical equations for spinor wave functions. I. Levy-Leblond and Schrodinger equations
R. Huegele, Z. E. Musielak, J. L. Fry
A search for fundamental (Galilean invariant) dynamical equations for two and four-component spinor wave functions is conducted in Galilean space-time. A dynamical equation is cons…