View source for Quantum Nonlocal Action and Inertial Mass from Mach's Conjecture

{{Infobox paper
| title = Quantum Nonlocal Action and Inertial Mass from Mach's Conjecture
| author = [[Robert B Driscoll]]
| keywords = [[inertial mass]], [[quantum nonlocal action]], [[hyperluminal velocity]], [[Mach's conjecture]]
| published = 1989
| journal = [[Physics Essays]]
| volume = 2
| number = 3
| pages = 237-238
}}

==Abstract==

The Mach momentum qA of a particle, the product of its conjectured Mach charge q and the ambient Mach vector potential A, is the homolog of its electromagnetic inductive momentum. If the particle's velocity is , its ?inertial mass? is the ratio m = qA/v. It is conjectured that the field of the Mach charge is propagated at hyperluminal velocity, causing physical relations underlying quantum laws presently understood as ?acausality,? ?nonlocal action,? or ?action-at-a-distance.?

[[Category:Scientific Paper|quantum nonlocal action inertial mass mach 's conjecture]]

[[Category:Quantum Theory]]