A Discussion between Professor David Bohm and Professor Maurice Pryce (1961)

This discussion is available to read on our website.

The conversation starts off with Professor Maurice Pryce stating:

In this discussion I seem to stand for orthodoxy and you for unorthodoxy—that’s fair, isn’t it? For instance, you’d criticize the orthodox viewpoint on the ground that it doesn’t give enough prominence to actuality in physical theory. Is that right?

Projects

We have updated our projects page and we have created a separate page for the Together First Project.

We would also like to list the projects of others who are exploring what thought is doing to the world.  Do contact us if you are aware of any projects we have over looked.

Those of us who are interested in the proposals of Bohm and related others must carry out these projects and experiments.  No one else is going to do it.  This is truly a grassroots movement so do not underestimate the difference you could make as a single person if you are serious enough about these things.

 

Wave/Particle Duality: Interesting Visualization with Parallels to Bohm’s Work

Your question is excellent. We call a walker the ensemble of the droplet and its associated wave. Since the work you refer to we have shown that the wave field contains a memory of the past trajectory that is at the origin of the quantum like effects we observe. You will find attached a recent work dealing with this effect. In the double slit experiment, while the droplet passes through one slit the associated wave passes through both so that one coud say that the walker passes through both. Our system is similar to a pilot wave system and this is what we are working on recently. These models are usually called de Broglie – Bohm models, a term that is very misleading because the two approaches are different from one another. Bohm gets a dynamical equation from Shrödinger equation so that it concerns the dynamics of a maximum of probability. What de Broglie had in mind was a the dynamics of an individual particle associated with a wave. Our system appears to be closer to de Broglie. — Yves Couder

View the paper that the following video is referring to: Single-Particle Diffraction and Interference at a Macroscopic Scale