1. Relativistic quantum mechanics over stochastic phase space

   • J. A. Brooke

   The Loyola Conference Pages: 783 - 799

2. The geometry of grand unification

   • Thomas R. Love

   The Loyola Conference Pages: 801 - 815

3. Space-time dual geometry theory of elementary particles and their interaction fields

   • Jaime Keller

   The Loyola Conference Pages: 817 - 837

4. Quantum geometry from coordinate transformations relating quantum observers

   • Dave Pandres Jr.

   The Loyola Conference Pages: 839 - 842

5. A geometrical theory of spin motion

   • Leopold Halpern

   The Loyola Conference Pages: 843 - 862

6. Relativistic physics from quantum theory

   • A. R. Marlow

   The Loyola Conference Pages: 863 - 886

7. The quantum pentacle

   • David Finkelstein
   • Ernesto Rodriguez

   The Loyola Conference Pages: 887 - 894

8. Grassmann-Cartan algebra and Klein-Gordon equations

   • Jerzy F. Plebański

   The Loyola Conference Pages: 895 - 928