Essay Abstract
In this essay I argue that the large discrepancy between the calculated vacuum energy density of the universe and the amount corresponding to the observed acceleration of spatial expansion places a lower limit on the wavelengths of elementary fields. I demonstrate how the lowest wavelength, highest-energy fields, which I call holons, could form the basis for a digital system akin to a structurally dynamic cellular automaton. I show how such a system could model the growth of form, and offer an increasing topological entropy corresponding to the forward arrow of time. I examine the points of commonality between the holon hypothesis and the holographic principle, but argue that the two are independent, as the former does not necessitate reference to a boundary. Finally, I comment on the development of interferometry tests for the graininess of space that could also point to a fundamental minimum wavelength.
Author Bio
Paul Halpern is a theoretical physicist specializing in general relativity, complex systems, and the history of physics. He is Professor of Physics at the University of the Sciences in Philadelphia. In 1996, he was a Fulbright Scholar researching evolutionary algorithms at the Humboldt University of Berlin. In 2002, he received a Guggenheim Fellowship to study the history of higher dimensional theories. Halpern has published twelve books, along with more than thirty research articles and forty scholarly presentations. In recognition of his science writing he was the recipient of an Athenaeum Literary Award.