Did physicist David Bohm ever propose the existence of any kind of multiverse?

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    $\begingroup$ "Ever" is pretty broad. Do you mean in a published work? A lecture? Sitting around drinking beer with friends? $\endgroup$ – Jon Custer Jul 30 at 13:58

This probably should be a comment, because it addresses the nature of your question rather than makes an attempt to answer it, but I didn't want to splice the following through several connected comments, where the formatting would be less easy to follow.

I think you need to be a lot more precise as to what you mean by "multiverse", as there have been speculations ad nauseam for centuries (and probably for millennia) about our universe being one reality among many. Such speculations became especially prevalent, and a little more founded on mathematical/physical principles, beginning in the late 1800s when fourth dimensional space possibilities became generally known to the educated public (Abbott's 1884 book Flatland, Charles Hinton's extensive writings in the 1880s, etc.). Then there was Einstein's relativity (1900s and 1910s, and extensively popularized in the 1920s), the rise of pulp science fiction magazines (1920s onward), etc.

Below are excerpts from a couple of things I know about off the top of my head (the H. P. Manning book and the Hasse SF story are among the top 10-15 memorable items I read during my early teen years) and a couple of things I found almost immediately by googling (e.g. the Newcomb articles), probably none of which fit what you're looking for, but I strongly suspect Bohm would have been aware of these kinds of speculations. Thus, you should probably edit your question in a way that excludes these types of speculations.

Modern mathematical thought by Simon Newcomb (1894)

(from p. 105) Add a fourth dimension to space, and there is room for an indefinite number of universes, all alongside of each other, as there is for an indefinite number of sheets of paper when we pile them upon each other.

The philosophy of hyper-space by Simon Newcomb (1898)

(from p. 4, right column) Our conclusion is that space of four dimensions, with its resulting possibility of an infinite number of universes alongside of our own, is a perfectly legitimate mathematical hypothesis.

The Fourth Dimension Simply Explained edited by Henry Parker Manning (1910 original printing and 1960 Dover Publications reprint)

(from p. 136) $[\ldots ]$ similarly, a universe of four dimensions would of necessity contain an infinite number of universes such as ours.

He who shrank (see also here) by Henry Louis Hasse (1936)

(from p. 44, right column) HOW many of the infinitely smaller atomic cycles I have passed into, I do not know. I tried to keep count of them at first, but somewhere between twenty and thirty I gave it up; and that was long ago. Each time I would think: “This cannot go on forever—it cannot; surely this next time I must reach the end.” But I have not reached the end.


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