John Harland leads the Math 4 Wisdom study group for |
Andrius Kulikauskas presents: John Harland's Research Program Goal John Harland seeks to contribute to a more solid or plausible ontological foundation for physics. Questions for John
Research Question Does an apparent time factor of {$\frac{1}{2}$} arise in comparing classical and quantum unitary representations of relativistic dynamical systems? Key Concepts Evolution Learnability Agency hierarchy Culling Superluminality Editing histories Backwards and forwards Unitary Relativity Local and nonlocal Progression of Topics I. Lie Groups II. Spin {$\frac{1}{2}$} and {$SU(2)$} III. Unitary representations of Lorentz group IV. Dirac equation V. Unitary representations of free, relativistic, quantum-mechanical, point particle VI. Relation between IV and V VII. Time factor Does an apparent time factor of {$\frac{1}{2}$} arise in comparing classical and quantum unitary representations of relativistic dynamical systems? Additional notes by Andrius Kulikauskas about John Harland's thinking |