ABSTRACT
Bohm has argued that the fundamental problems in quantum mechanics arise because we insist on using the outmoded Cartesian order to describe quantum processes and has proposed that a more coherent account can be developed using new categories based on the implicate order. This requires that we take process as basic and develop an algebra of process. In this paper we discuss some aspects of the basis of this algebra and show how it accommodates some of the algebras fundamental to quantum mechanics. We also argue that this approach removes the sharp division between matter and mind and hence opens up new possibilities of exploring the relationship between mind and matter in new ways.
