A World Without Time: the Forgotten Legacy of Gödel and Einstein Reviewed by John Stachel
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Experience and the Passage of Time∗
Experience and the Passage of Time∗ Bradford Skow 1 Introduction Some philosophers believe that the passage of time is a real phenomenon. And some of them find a reason to believe this when they attend to features of their conscious experience. In fact this “argument from experience” is supposed to be one of the main arguments for passage. What exactly does this argument look like? Is it any good? There are in fact many different arguments from experience. I am not sure I understand them all. In this paper I want to talk about the three most interesting arguments that I do understand.1 I am going to argue that all three of them fail. ∗Published in Philosophical Perspectives 25: Metaphysics (2011), pp.359-387. 1I will not say anything about A. N. Prior’s “Thank Goodness That’s Over” argument (Prior 1959) because it is not an argument from experience (even though it is often said to be). Here is Prior’s argument: I can be glad that my ordeal is over without being glad that my ordeal is earlier than this thought or that my ordeal is earlier than 12 noon. But the latter two propositions are the propositions that some opponents of passage (the ones Prior knew) identified with the proposition that my ordeal is over. Prior concluded that the object of my propositional attitude is a proposition that only proponents of passage believe in. Phenomenal experience does not play an important role in this argument. True, there is some distinctive phenomenal “feel” that (sometimes? usually? always?) occurs when I am glad about something. -
Time, Metaphysics Of
Time, metaphysics of Keywords: Time, Presentism, Eternalism, Moving Spotlight View, A-theory, B-theory, Growing Block View, Temporal Experience, J. M. E. McTaggart Article Summary Metaphysics is the part of philosophy that asks questions about the nature of reality – about what there is, and what it is like. The metaphysics of time is the part of the philosophy of time that asks questions about the nature of temporal reality. One central such question is that of whether time passes or flows, or whether it has a dynamic aspect. By this metaphysicians mean something very specific: is one time metaphysically privileged in some way, and does this metaphysical privilege move on from time to time? A-theorists answer in the affirmative, and different A-theorists offer different ways of thinking about the metaphysical privilege involved. Some say the privilege consists in being the only time that exists (presentism). On presentism, only the present exists, but which time that is changes as time passes. Other A-theorists, known as growing block theorists, say the metaphysical privilege consists in being the latest time that exists. On the growing block view, the past and the present exist, but the future does not. As time passes, new times comes into existence. Yet another version of the A-theory says that all times exist, but that one time is metaphysically privileged because it is present in an absolute sense. This version of the A-theory is known as the moving spotlight theory. Different times gain the privilege in turn by becoming the one time that is present in an absolute sense. -
Mctaggart's Proof of the Unreality of Time
McTaggart's proof of the unreality of time Jeff Speaks phil 20229 January 24, 2008 1 The A series and the B series . 1 2 Problems with the A-series . 2 2.1 Does the present move? . 3 2.2 McTaggart's argument that the A series is contradictory . 3 3 McTaggart's view that time is unreal . 5 4 Time without the A-series . 6 John (McTaggart Ellis) McTaggart was one of the most prominent British exponents of idealism in the late 19th and early 20th centuries. His most prominent work is The Nature of Existence (in two volumes) from which we read an excerpt. McTaggart's idealism consisted largely in the denial that what we usually take to be cen- tral features of reality are, in fact, real. Accordingly, much of his work was devoted to exposing contradictions, or difficulties, inherent in our ordinary picture of the world. Per- haps his most famous, ambitious, and influential such argument is his argument that our ordinary view that things exist in time is false. This was first systematically presented in his 1908 paper, `The Unreality of Time.' We will be looking at his later (1927) exposition of the argument. 1 The A series and the B series McTaggart's first central claim is that, as he puts it \Positions in time . are distinguished in two ways. Each position is Earlier than some and Later than some of the other positions. To constitute such a series there is required a transitive asymmetrical relation, and a collection of terms such that, of any two of them, either the first is in this relation to the second, or the second is in this relation to the first. -
Dummett on Mctaggart's Proof of the Unreality of Time
Dummett on McTaggart’s Proof of the Unreality of Time Brian Garrett Australian National University Abstract Michael Dummett’s paper “A Defence of McTaggart’s Proof of the Unreality of Time” put forward an ingenious interpretation of McTaggart’s famous proof. My aim in this discussion is not to assess the cogency of McTaggart’s reasoning, but to criticise Dummett’s interpretation of McTaggart. Keywords: McTaggart, Dummett, Time, Space, A-series. 1. Introduction The reasoning of McTaggart’s 1908 article “The Unreality of Time” runs as follows. We distinguish positions in time in two ways: a permanent B-series (in which events and facts are distinguished using the relations of earlier than and later than) and a dynamic A-series (in which events and facts are future, then present, then past). Both series are essential to time, yet the A-series is more fundamental since only it allows for change (McTaggart 1908: 458). This concludes the first part of McTaggart’s reasoning: his argument for the fundamentality of the A-series. Having established this conclusion, McTaggart then claims that the A-series “involves a contradiction” (McTaggart 1908: 466). His argument for the contradiction is seemingly straightforward: past, present and future are “incompatible determinations” yet “every event has them all” (McTaggart 1908: 469). This argument is typically known as McTaggart’s Paradox. McTaggart is aware of a natural rejoinder to his argument. No event, it will be urged, is simultaneously past, present and future, only successively, and from this no contradiction follows. But, claims McTaggart, this rejoinder entails either a vicious circle or a vicious infinite regress, and so the contradiction is not removed. -
Mathematical Languages Shape Our Understanding of Time in Physics Physics Is Formulated in Terms of Timeless, Axiomatic Mathematics
comment Corrected: Publisher Correction Mathematical languages shape our understanding of time in physics Physics is formulated in terms of timeless, axiomatic mathematics. A formulation on the basis of intuitionist mathematics, built on time-evolving processes, would ofer a perspective that is closer to our experience of physical reality. Nicolas Gisin n 1922 Albert Einstein, the physicist, met in Paris Henri Bergson, the philosopher. IThe two giants debated publicly about time and Einstein concluded with his famous statement: “There is no such thing as the time of the philosopher”. Around the same time, and equally dramatically, mathematicians were debating how to describe the continuum (Fig. 1). The famous German mathematician David Hilbert was promoting formalized mathematics, in which every real number with its infinite series of digits is a completed individual object. On the other side the Dutch mathematician, Luitzen Egbertus Jan Brouwer, was defending the view that each point on the line should be represented as a never-ending process that develops in time, a view known as intuitionistic mathematics (Box 1). Although Brouwer was backed-up by a few well-known figures, like Hermann Weyl 1 and Kurt Gödel2, Hilbert and his supporters clearly won that second debate. Hence, time was expulsed from mathematics and mathematical objects Fig. 1 | Debating mathematicians. David Hilbert (left), supporter of axiomatic mathematics. L. E. J. came to be seen as existing in some Brouwer (right), proposer of intuitionist mathematics. Credit: Left: INTERFOTO / Alamy Stock Photo; idealized Platonistic world. right: reprinted with permission from ref. 18, Springer These two debates had a huge impact on physics. -
HYPOTHESIS: How Defining Nature of Time Might Explain Some of Actual Physics Enigmas P Letizia
HYPOTHESIS: How Defining Nature of Time Might Explain Some of Actual Physics Enigmas P Letizia To cite this version: P Letizia. HYPOTHESIS: How Defining Nature of Time Might Explain Some of Actual Physics Enigmas: A possible explanation of Dark Energy. 2017. hal-01424099 HAL Id: hal-01424099 https://hal.archives-ouvertes.fr/hal-01424099 Preprint submitted on 3 Jan 2017 HAL is a multi-disciplinary open access L’archive ouverte pluridisciplinaire HAL, est archive for the deposit and dissemination of sci- destinée au dépôt et à la diffusion de documents entific research documents, whether they are pub- scientifiques de niveau recherche, publiés ou non, lished or not. The documents may come from émanant des établissements d’enseignement et de teaching and research institutions in France or recherche français ou étrangers, des laboratoires abroad, or from public or private research centers. publics ou privés. Distributed under a Creative Commons Attribution - NonCommercial - ShareAlike| 4.0 International License SUBMITTED FOR STUDY January 1st, 2017 HYPOTHESIS: How Defining Nature of Time Might Explain Some of Actual Physics Enigmas P. Letizia Abstract Nowadays it seems that understanding the Nature of Time is not more a priority. It seems commonly admitted that Time can not be clearly nor objectively defined. I do not agree with this vision. I am among those who think that Time has an objective reality in Physics. If it has a reality, then it must be understood. My first ambition with this paper was to submit for study a proposition concerning the Nature of Time. However, once defined I understood that this proposition embeds an underlying logic. -
Terminology of Geological Time: Establishment of a Community Standard
Terminology of geological time: Establishment of a community standard Marie-Pierre Aubry1, John A. Van Couvering2, Nicholas Christie-Blick3, Ed Landing4, Brian R. Pratt5, Donald E. Owen6 and Ismael Ferrusquía-Villafranca7 1Department of Earth and Planetary Sciences, Rutgers University, Piscataway NJ 08854, USA; email: [email protected] 2Micropaleontology Press, New York, NY 10001, USA email: [email protected] 3Department of Earth and Environmental Sciences and Lamont-Doherty Earth Observatory of Columbia University, Palisades NY 10964, USA email: [email protected] 4New York State Museum, Madison Avenue, Albany NY 12230, USA email: [email protected] 5Department of Geological Sciences, University of Saskatchewan, Saskatoon SK7N 5E2, Canada; email: [email protected] 6Department of Earth and Space Sciences, Lamar University, Beaumont TX 77710 USA email: [email protected] 7Universidad Nacional Autónomo de México, Instituto de Geologia, México DF email: [email protected] ABSTRACT: It has been recommended that geological time be described in a single set of terms and according to metric or SI (“Système International d’Unités”) standards, to ensure “worldwide unification of measurement”. While any effort to improve communication in sci- entific research and writing is to be encouraged, we are also concerned that fundamental differences between date and duration, in the way that our profession expresses geological time, would be lost in such an oversimplified terminology. In addition, no precise value for ‘year’ in the SI base unit of second has been accepted by the international bodies. Under any circumstances, however, it remains the fact that geologi- cal dates – as points in time – are not relevant to the SI. -
Arthur Strong Wightman (1922–2013)
Obituary Arthur Strong Wightman (1922–2013) Arthur Wightman, a founding father of modern mathematical physics, passed away on January 13, 2013 at the age of 90. His own scientific work had an enormous impact in clar- ifying the compatibility of relativity with quantum theory in the framework of quantum field theory. But his stature and influence was linked with an enormous cadre of students, scientific collaborators, and friends whose careers shaped fields both in mathematics and theoretical physics. Princeton has a long tradition in mathematical physics, with university faculty from Sir James Jeans through H.P. Robertson, Hermann Weyl, John von Neumann, Eugene Wigner, and Valentine Bargmann, as well as a long history of close collaborations with colleagues at the Institute for Advanced Study. Princeton became a mecca for quantum field theorists as well as other mathematical physicists during the Wightman era. Ever since the advent of “axiomatic quantum field theory”, many researchers flocked to cross the threshold of his open office door—both in Palmer and later in Jadwin—for Arthur was renowned for his generosity in sharing ideas and research directions. In fact, some students wondered whether Arthur might be too generous with his time helping others, to the extent that it took time away from his own research. Arthur had voracious intellectual appetites and breadth of interests. Through his interactions with others and his guidance of students and postdocs, he had profound impact not only on axiomatic and constructive quantum field theory but on the de- velopment of the mathematical approaches to statistical mechanics, classical mechanics, dynamical systems, transport theory, non-relativistic quantum mechanics, scattering the- ory, perturbation of eigenvalues, perturbative renormalization theory, algebraic quantum field theory, representations of C⇤-algebras, classification of von Neumann algebras, and higher spin equations. -
A Measure of Change Brittany A
University of South Carolina Scholar Commons Theses and Dissertations Spring 2019 Time: A Measure of Change Brittany A. Gentry Follow this and additional works at: https://scholarcommons.sc.edu/etd Part of the Philosophy Commons Recommended Citation Gentry, B. A.(2019). Time: A Measure of Change. (Doctoral dissertation). Retrieved from https://scholarcommons.sc.edu/etd/5247 This Open Access Dissertation is brought to you by Scholar Commons. It has been accepted for inclusion in Theses and Dissertations by an authorized administrator of Scholar Commons. For more information, please contact [email protected]. Time: A Measure of Change By Brittany A. Gentry Bachelor of Arts Houghton College, 2009 ________________________________________________ Submitted in Partial Fulfillment of the Requirements For the Degree of Doctor of Philosophy in Philosophy College of Arts and Sciences University of South Carolina 2019 Accepted by Michael Dickson, Major Professor Leah McClimans, Committee Member Thomas Burke, Committee Member Alexander Pruss, Committee Member Cheryl L. Addy, Vice Provost and Dean of the Graduate School ©Copyright by Brittany A. Gentry, 2019 All Rights Reserved ii Acknowledgements I would like to thank Michael Dickson, my dissertation advisor, for extensive comments on numerous drafts over the last several years and for his patience and encouragement throughout this process. I would also like to thank my other committee members, Leah McClimans, Thomas Burke, and Alexander Pruss, for their comments and recommendations along the way. Finally, I am grateful to fellow students and professors at the University of South Carolina, the audience at the International Society for the Philosophy of Time conference at Wake Forest University, NC, and anonymous reviewers for helpful comments on various drafts of portions of this dissertation. -
Philosophy of Time: a Slightly Opinionated Introduction
Philosophy of time: A slightly opinionated introduction Florian Fischer There are several intertwined debates in the area of contemporary philos- ophy of time. One field of inquiry is the nature of time itself. Presentists think that only the present moment exists whereas eternalists believe that all of (space-)time exists on a par. The second main field of inquiry is the question of how objects persist through time. The endurantist claims that objects are three-dimensional wholes, which persist by being wholly1 present, whereas the perdurantist thinks that objects are four- dimensional and that their temporal parts are the bearers of properties. The third debate in the field of contemporary philosophy of time is about tense- versus tenseless theory. Tensers are at odds with detensers about the status of the linguistic reference to the present moment. These are only very crude characterizations and it is even disputed by some ad- vocates of the corresponding positions that they are accurate. However this very sketchy picture already reveals a fundamental difference: The eternalism/presentism and endurance/perdurance discussions belong to the field of metaphysics, whereas tense is in the first instance a linguistic phenomenon. Among the many fields of philosophy, there are two that are more intimately interconnected than most but whose practi- tioners have too long pursued relatively independent paths. On the one hand, there are philosophers of language, who have devoted much attention to indexicals (`now', etc.), tem- poral operators (`it has been the case that', etc.), and tensed sentences. On the other hand, there are the philosophers of tensed and tenseless time (also called A-time or B-time, dynamic time or static time, etc.). -
Time: a Constructal Viewpoint & Its Consequences
www.nature.com/scientificreports OPEN Time: a Constructal viewpoint & its consequences Umberto Lucia & Giulia Grisolia In the environment, there exists a continuous interaction between electromagnetic radiation and Received: 11 April 2019 matter. So, atoms continuously interact with the photons of the environmental electromagnetic felds. Accepted: 8 July 2019 This electromagnetic interaction is the consequence of the continuous and universal thermal non- Published: xx xx xxxx equilibrium, that introduces an element of randomness to atomic and molecular motion. Consequently, a decreasing of path probability required for microscopic reversibility of evolution occurs. Recently, an energy footprint has been theoretically proven in the atomic electron-photon interaction, related to the well known spectroscopic phase shift efect, and the results on the irreversibility of the electromagnetic interaction with atoms and molecules, experimentally obtained in the late sixties. Here, we want to show how this quantum footprint is the “origin of time”. Last, the result obtained represents also a response to the question introduced by Einstein on the analysis of the interaction between radiation and molecules when thermal radiation is considered; he highlighted that in general one restricts oneself to a discussion of the energy exchange, without taking the momentum exchange into account. Our result has been obtained just introducing the momentum into the quantum analysis. In the last decades, Rovelli1–3 introduced new considerations on time in physical sciences. In his Philosophiae Naturalis Principia Mathematica4, Newton introduced two defnitions of time: • Time is the quantity one introduce when he needs to locate events; • Time is the quantity which fows uniformly even in absence of events, and it presents a proper topological structure, with a well defned metric. -
A Defense of Mctaggart's Proof of the Unreality of Time Michael Dummett
A Defense of McTaggart's Proof of the Unreality of Time Michael Dummett The Philosophical Review, Vol. 69, No. 4. (Oct., 1960), pp. 497-504. Stable URL: http://links.jstor.org/sici?sici=0031-8108%28196010%2969%3A4%3C497%3AADOMPO%3E2.0.CO%3B2-K The Philosophical Review is currently published by Cornell University. Your use of the JSTOR archive indicates your acceptance of JSTOR's Terms and Conditions of Use, available at http://www.jstor.org/about/terms.html. JSTOR's Terms and Conditions of Use provides, in part, that unless you have obtained prior permission, you may not download an entire issue of a journal or multiple copies of articles, and you may use content in the JSTOR archive only for your personal, non-commercial use. Please contact the publisher regarding any further use of this work. Publisher contact information may be obtained at http://www.jstor.org/journals/sageschool.html. Each copy of any part of a JSTOR transmission must contain the same copyright notice that appears on the screen or printed page of such transmission. JSTOR is an independent not-for-profit organization dedicated to and preserving a digital archive of scholarly journals. For more information regarding JSTOR, please contact [email protected]. http://www.jstor.org Sun Apr 29 23:19:16 2007 A DEFENSE OF McTAGGART'S PROOF OF THE UNREALITY OF TIME cTAGGART'S celebrated argument to prove that time M is unreal runs as follows. There are two kinds of temporal fact concerning events: (a) that an event M is past, present, or future; (b) that an event M is before, at the same time as, or after another event N.