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The new conception of order as revealed by the holographic paradigm

Vera Matarese

Published Jan 1, 2014• 0 citations
OpenAlex

Abstract

My claim is that among the various attempts at giving a metaphysical representation of the physical world, Bohm’s holographic paradigm is powerfully explanatory and deserves consideration. The central notion of this paradigm is the order as intrinsically related to any scientific theory. In particular, the order characterizing this new paradigm finds its exemplification in the hologram. The hologram, indeed, reveals interesting features: first of all, when suitably illuminated, it shows a construction of two different levels of order, an implicate one and an explicate one, which, however, give rise to a general whole unbroken order; moreover, each part of the hologram contains the information of all the other parts revealing again an unbroken wholeness. I will disclose this new concept of order, following Bohm’s suggestion, both from a metaphysical and a mathematical perspective. In particular, I will show that the passage between one kind of order to the other is accomplished by a holomovement that consists of continuous unfoldment and enfoldment and that is well represented by the Green function and some algebraic transformations. Afterwards I will explain why this hologram paradigm is explanatory, especially dealing with the problem of nonlocality due to quantum entanglement and the quantum-classical divide. Finally I will claim that even though this view has been regarded as superficial and detached from reality, its explanatory power and its mathematical description should not be overlooked. My conclusion will therefore state that the order developed by Bohm could be considered a good start to create a new theory able to rightly address and solve the challenging problems of the quantum world.

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My claim is that among the various attempts at giving a metaphysical representation of the physical world, Bohm’s holographic paradigm is powerfully explanatory and deserves consideration. The central notion of this paradigm is the order as intrinsically related to any scientific theory. In particular, the order characterizing this new paradigm finds its exemplification in the hologram. The hologram, indeed, reveals interesting features: first of all, when suitably illuminated, it shows a construction of two different levels of order, an implicate one and an explicate one, which, however, give rise to a general whole unbroken order; moreover, each part of the hologram contains the information of all the other parts revealing again an unbroken wholeness. I will disclose this new concept of order, following Bohm’s suggestion, both from a metaphysical and a mathematical perspective. In particular, I will show that the passage between one kind of order to the other is accomplished by a holomovement that consists of continuous unfoldment and enfoldment and that is well represented by the Green function and some algebraic transformations. Afterwards I will explain why this hologram paradigm is explanatory, especially dealing with the problem of nonlocality due to quantum entanglement and the quantum-classical divide. Finally I will claim that even though this view has been regarded as superficial and detached from reality, its explanatory power and its mathematical description should not be overlooked. My conclusion will therefore state that the order developed by Bohm could be considered a good start to create a new theory able to rightly address and solve the challenging problems of the quantum world.
According to Bohm the whole scientific description of the Universe is governed by fragmentation of our perception of what reality is. Physics’ tendency of acknowledging the ultimate structure of matter in the elementary particles has caused a widespread fragmentary view of the Universe. Thus, Physics seems to be unable to conceive the “undivided wholeness of the universe” and to acknowledge in that Wholeness the common, single bed of the whole of reality. According to Bohm that single bed of nature, Implicate Order, is the single origin of both mind and matter. Inside the multidimensional Implicate Order, a universal enfoldment of everything prevails. The Implicate Order coheres deterministically to the Universe and the depths of its inwardness are totally unknown to us, since we humans are part of its wholeness too. Physics as a science provides us only with abstractive descriptions of the Universe, since science offers only abstractions from reality. These abstractive descriptions are what constitute the Explicate Order of the Universe. Thus, each belief we have that through the science of Physics we are able to arrive at an ultimate deciphering of the Universe is inherently illusive. The science of Physics can provide us with knowledge only in the fragmentary level of the Explicate, that means analyzable, Order of the Universe recognizing its cognitive limits in front of the Implicate Order. The laws that govern the Implicate Order of the Universe are unknowable and unanalyzable by man and in the depths of these laws Bohm insists that a final truth about reality cannot be fixed.
The reality of Bohm's intellectual journey is very different from what is often claimed by the proponents of "Bohmian Mechanics" and others as we will explain in this paper. He did not believe a mechanical explanation of quantum phenomena was possible. Central to his thinking, and incidentally to Bohr's also, was the notion of 'unbroken wholeness', a notion that is crucial for understanding quantum properties like quantum nonlocality. His proposals were based on a primitive notion of `process' or `activity', producing a more 'organic' approach to quantum phenomena. He published many papers outlining these new ideas, some plausible, some less so, but was not able to develop a coherent mathematical structure to support the work. Over the last ten years much of that missing mathematics has been put in place. This paper will report this new work, concentrating on providing a coherent overview of the whole programme.
The persistent interpretation problem for quantum mechanics may indicate an unwillingness to consider unpalatable assumptions that could open the way toward progress. With this in mind, I focus on the work of David Bohm, whose earlier work has been more influential than that of his later. As I’ll discuss, I believe two assumptions play a strong role in explaining the disparity: 1) that theories in physics must be grounded in mathematical structure and 2) that consciousness must supervene on material processes. I’ll argue that the first assumption appears to lead us toward Everett’s many worlds interpretation, which suggests a red flag. I’ll also argue that the second assumption is suspect due to the persistent explanatory gap for consciousness. Later, I explore ways that Bohm’s later work holds some promise in providing a better fit with our world, both phenomenologically and empirically. Also, I’ll address the possible problem of realism.
Abstract: In this paper the criticism to the Bohm's quantum theory has been discussed in the beginning. Then a formalism change of this theory from its original form to recent one is shown. The differences between the normal Copenhagen interpretation and that of Bohm's quantum theory are possible to be seen. Bohm's new idea and new terms such as implicate and explicate order, process, unfold and enfold are discussed to give an interpretation to the theory. This is also able to show that Bohm theory requests the radical change about our world-picture. Key words; Bohm theory, The implicate & explicate order, Quantum potential and Information.
David Bohm (1917-93) was a highly original and individual physicist. His novel ideas and profound intuition extended not only to the physical world but also to the nature of consciousness and society. Bohm regarded science as having become essentially fragmented in its approach to understanding physical reality and sought a more holistic physics based on order, transformation and flowing movement. His notion of an implicate order provides an unusual and exciting challenge for both teachers and students alike.
Abstract One of the more radical ideas to have emerged in recent metaphysics of quantum theory is wave function realism, according to which the fundamental spatial framework of the world is one of very many dimensions. At first sight this idea sounds similar to the notion of a multidimensional implicate order the physicist David Bohm proposed on the basis of quantum theory in the 1980s. This paper briefly considers Bohm’s various attempts to provide a realist interpretation of the wave function in order to clarify whether or not Bohm was anticipating and even endorsing wave function realism with his implicate order theory. The underlying question is what quantum theory — and non-locality in particular — is trying to tell us about the more fundamental nature of the physical world.