Order Prelim (Xii-Lii)
Total Page:16
File Type:pdf, Size:1020Kb

Load more
Recommended publications
-
Order and Disorder: Poetics of Exception
Order and disorder Página 1 de 19 Daniel Innerarity Order and disorder: Poetics of exception “While working, the mind proceeds from disorder to order. It is important that it maintain resources of disorder until the end, and that the order it has begun to impose on itself does not bind it so completely, does not become such a rigid master, that it cannot change it and make use of its initial liberty” (Paul Valéry 1960, 714). We live at a time when nothing is conquered with absolute security, neither knowledge nor skills. Newness, the ephemeral, the rapid turn-over of information, of products, of behavioral models, the need for frequent adaptations, the demand for flexibility, all give the impression that we live only in the present in a way that hinders stabilization. Imprinting something onto the long term seems less important that valuing the instant and the event. That being said, thought has always been connected to the task of organizing and classifying, with the goal of conferring stability on the disorganized multiplicity of the manifestations of reality. In order to continue making sense, this articulation of the disparate must understand the paradoxes of order and organization. That is what has been going on recently: there has been a greater awareness of disorder and irregularity at the level of concepts and models for action and in everything from science to the theory of organizations. This difficulty is as theoretical as it is practical; it demands that we reconsider disorder in all its manifestations, as disorganization, turbulence, chaos, complexity, or entropy. -
(Eds.) Lucretius and the Early Modern. Pp. Xvi + 313, Ills. Oxford: Oxford University Press, 2016
Norbrook (D.), Harrison (S.), Hardie (P.) (eds.) Lucretius and the Early Modern. pp. xvi + 313, ills. Oxford: Oxford University Press, 2016. Cased, £65, US$100. ISBN: 978-0-19-871384-5. Longer unpublished version of review forthcoming in Classics Review ‘Lucretius and (early) modernity’ is not an entirely novel combination or juxtaposition. This reviewer participated in a conference in Milan almost ten years ago that bore the name … Lucrezio e la modernità; Catherine Wilson, a contributor to the volume under review, published a book around the same time entitled Epicureanism at the origins of modernity.1 Several important edited volumes on the reception of Epicureanism have appeared since then, some with a more exclusively scholarly focus,2 some more receptive to the inflections of ‘Theory’. The latter trend is not monolithic either, since some projects bear the mark of the late Althusser’s idiosyncratic re- imagining of a Lucretian ‘aleatory materialism’,3 while others locate themselves in the territory of Deleuze’s or Michel Serres’s revival of Lucretius,4 the latter being perhaps the first of a series of studies fixated on the clinamen, culminating with S. Greenblatt’s The Swerve.5 These interpretive trends are touched on in David Norbrook’s elegant introduction to this volume. The present volume is less concerned with subterranean, counter-histories of philosophy (or politics, or literature); it focuses on De rerum natura (hereafter DRN)’s ‘language and material circulation, as a means of refining generalizations about Epicurean philosophy’ (2), on ‘the specific material and cultural contexts in which the DRN was interpreted’ in early modern culture (12). -
Arxiv:1212.0736V1 [Cond-Mat.Str-El] 4 Dec 2012 Non-Degenerate Polarized Phase
Disorder by disorder and flat bands in the kagome transverse field Ising model M. Powalski,1 K. Coester,1 R. Moessner,2 and K. P. Schmidt1, ∗ 1Lehrstuhl f¨urTheoretische Physik 1, TU Dortmund, Germany 2Max Planck Institut f¨urkomplexe Systeme, D-01187 Dresden, Germany (Dated: August 10, 2018) We study the transverse field Ising model on a kagome and a triangular lattice using high-order series expansions about the high-field limit. For the triangular lattice our results confirm a second- order quantum phase transition in the 3d XY universality class. Our findings for the kagome lattice indicate a notable instance of a disorder by disorder scenario in two dimensions. The latter follows from a combined analysis of the elementary gap in the high- and low-field limit which is shown to stay finite for all fields h. Furthermore, the lowest one-particle dispersion for the kagome lattice is extremely flat acquiring a dispersion only from order eight in the 1=h limit. This behaviour can be traced back to the existence of local modes and their breakdown which is understood intuitively via the linked cluster expansion. PACS numbers: 75.10.Jm, 05.30.Rt, 05.50.+q,75.10.-b I. INTRODUCTION for arbitrary transverse fields providing a novel instance of disorder by disorder in which quantum fluctuations The interplay of geometric frustration and quantum select a quantum disordered state out of the classically fluctuations in magnetic systems provides a fascinating disordered ground-state manifold. There is no conclu- field of research. It gives rise to a multitude of quan- sive evidence excluding a possible ordering of the kagome tum phases manifesting novel phenomena of quantum transverse field Ising model (TFIM) and its global phase order and disorder, featuring prominent examples such diagram remains unsettled. -
“Will You Marry Me?” Some First-Hand Accounts of Marriage Proposals, 1600-1900
\Will You Marry Me?" Some First-hand Accounts of Marriage Proposals, 1600-1900 Edited by Ernest Davis The Gentleman Next Door Declares his Passion for Mrs. Nickleby \Phiz" (Hablot K. Browne), 1839. For my dear brother Joey My teacher and guide in all matters historical i Also by Ernest Davis on the subject of marriage proposals: \How does a 19th century heroine accept a proposal of marriage?" May 2015. \Proposals of Marriage in the Hebrew Bible" February 2019. \Proposals of Marriages in the Plays of Shakespeare" June 2019. ii Laura Ingalls (1867-1957) and Almanzo Wilder (1857-1949). Married 1885. 1 Anna Snitkina (1846-1918) and Fyodor Dostoyevsky (1821-1881). Married 1867. 4 Malvina Shanklin (1839-1916) and John Harlan (1833-1911) Married 1856. 9 Rutherford B. Hayes (1822-1893) and Lucy Webb (1831-1889). Married 1851. 13 Robert Browning (1812-1889) and Elizabeth Barrett (1806-1861). Married 1846 18 Julia (1823-1900) and George Foote Married 1841 21 Ralph Waldo Emerson (1803-1882) and Lydia Jackson (1802-1892). Married 1835. 23 Illustration: Edmond Blair Leighton, "Off" 25 Fanny Burney (1752-1840) 26 Proposal from Thomas Barlow (1750/-?) Declined 1775. 27 Proposal from Alexandre d'Arblay (1748-1818). Accepted. Married 1793. 36 Elizabeth Sarah Villa-Real (1757-1807) and William Gooch. Married 1775. 43 James Boswell (1740-1795) and Margaret Montgomerie (1738?-1789). Married 1769. 44 Lady Mary Pierrepont (1689-1762) and Wortley Montagu (1678-1761) Married 1712. 47 William Byrd II (1674-1744) and Lucy Parke (1688-1715). Married 1706. 64 Illustration: Alfred W. Elmore, "The Proposal" 66 Anne Murray Halkett (1622-1699) 67 Proposal from Thomas Howard (1619-1706). -
XXX. Notices of the Tower of London Temp. Elizabeth, and the Morse Armoury Temp
XXX. Notices of the Tower of London temp. Elizabeth, and the Morse Armoury temp. Charles I. In a Letter addressed byWu. DTJRRANT COOPER, Esq., F.S.A. to Robert Lemon, Esq., F.8.A. Read February 18, 1858. 81, Guilford Street, Russell Square, London, MY DEAR SIR, 15th February, 1858. THE facilities which you have afforded hy the publication of your Kalendar for the puhlic use of the valuable documents preserved in the State-Paper Office, relating to the first half of Queen Elizabeth's reign, and your kindness in per- mitting me to make extracts from your own book of MSS. on ancient armour, consisting of the scattered Exchequer documents, enable me to send to our Society some notices of the Tower of London and of the armouries there and at Green- wich, which are very interesting in themselves, and are chiefly of a date forty years earlier than the lists communicated by William Bray, Esq. P.S.A. to our Society, and reprinted by Meyrick from the Archseologia.a It was only after Elizabeth's public entry into London from Hatfield and the Charter House, on her accession in Nov. 1558, and her return from Westminster to the Tower on 12th January following, preparatory to her procession to West- minster on the 14th, the day before her coronation, that the Tower of London was used as a royal residence in her reign. It was, however, during all her reign the chief arsenal, the principal depdt for the ordnance and armoury, the depository for the jewels and treasures, the site of the Mint, the place where the public records were preserved, and the most important state prison. -
Counterpoint: Henry the King's Cavalier
COUNTERPOINT Henry, the King’s Cavalier The Lydiard Chronicles: 1603-1664 A Companion Novelette to Written in Their Stars ELIZABETH ST.JOHN Copyright © Elizabeth St.John 2020 All rights reserved. No part of this publication may be reproduced, stored in a retrieval system, or transmitted, in any form or by any means without the prior permission in writing of the author, nor be otherwise circulated in any form of binding or cover other than that in which it is published and without a similar condition including this condition being imposed on the subsequent purchaser. Published by Falcon Historical Press 2020 The Lydiard Chronicles | 1603-1664 The Lady of the Tower By Love Divided Written in Their Stars Novelettes Theo, Earl of Suffolk Barbara, Lady Villiers Henry, the King’s Cavalier "Her world and characters are so real I wanted to remain there. I loved this book, and the Lydiard Chronicles are now on my list of all-time favorite historical novels. A fantastic read." Editor’s Choice, Historical Novel Society Book Review “Ms St. John’s writing is remarkable, with many a brilliant turn-of-phrase, stunning imagery, and delicately vivid depictions of the passion between the (mostly) happily married lords and ladies and their stalwart heroism A dramatic and romantic novel of courage and faith.” Three-time BRAG Medallion Winner " Ms St.John has made history come alive and WOW, what a journey. This is a book that will break your heart, but at the same time, mend it. It is exceptional. When historical fiction is written this way, there is no such thing as too much." 2019 Book of the Year, The Coffee Pot Book Club About COUNTERPOINT: Henry, the King’s Cavalier A counterpoint is a melody played in conjunction with another, or an opposing viewpoint in an argument. -
Order and Disorder in Liquid-Crystalline Elastomers
Adv Polym Sci (2012) 250: 187–234 DOI: 10.1007/12_2010_105 # Springer-Verlag Berlin Heidelberg 2011 Published online: 3 December 2010 Order and Disorder in Liquid-Crystalline Elastomers Wim H. de Jeu and Boris I. Ostrovskii Abstract Order and frustration play an important role in liquid-crystalline polymer networks (elastomers). The first part of this review is concerned with elastomers in the nematic state and starts with a discussion of nematic polymers, the properties of which are strongly determined by the anisotropy of the polymer backbone. Neutron scattering and X-ray measurements provide the basis for a description of their conformation and chain anisotropy. In nematic elastomers, the macroscopic shape is determined by the anisotropy of the polymer backbone in combination with the elastic response of elastomer network. The second part of the review concentrates on smectic liquid-crystalline systems that show quasi-long-range order of the smectic layers (positional correlations that decay algebraically). In smectic elasto- mers, the smectic layers cannot move easily across the crosslinking points where the polymer backbone is attached. Consequently, layer displacement fluctuations are suppressed, which effectively stabilizes the one-dimensional periodic layer structure and under certain circumstances can reinstate true long-range order. On the other hand, the crosslinks provide a random network of defects that could destroy the smectic order. Thus, in smectic elastomers there exist two opposing tendencies: the suppression of layer displacement fluctuations that enhances trans- lational order, and the effect of random disorder that leads to a highly frustrated equilibrium state. These effects can be investigated with high-resolution X-ray diffraction and are discussed in some detail for smectic elastomers of different topology. -
Calculating the Configurational Entropy of a Landscape Mosaic
Landscape Ecol (2016) 31:481–489 DOI 10.1007/s10980-015-0305-2 PERSPECTIVE Calculating the configurational entropy of a landscape mosaic Samuel A. Cushman Received: 15 August 2014 / Accepted: 29 October 2015 / Published online: 7 November 2015 Ó Springer Science+Business Media Dordrecht (outside the USA) 2015 Abstract of classes and proportionality can be arranged (mi- Background Applications of entropy and the second crostates) that produce the observed amount of total law of thermodynamics in landscape ecology are rare edge (macrostate). and poorly developed. This is a fundamental limitation given the centrally important role the second law plays Keywords Entropy Á Landscape Á Configuration Á in all physical and biological processes. A critical first Composition Á Thermodynamics step to exploring the utility of thermodynamics in landscape ecology is to define the configurational entropy of a landscape mosaic. In this paper I attempt to link landscape ecology to the second law of Introduction thermodynamics and the entropy concept by showing how the configurational entropy of a landscape mosaic Entropy and the second law of thermodynamics are may be calculated. central organizing principles of nature, but are poorly Result I begin by drawing parallels between the developed and integrated in the landscape ecology configuration of a categorical landscape mosaic and literature (but see Li 2000, 2002; Vranken et al. 2014). the mixing of ideal gases. I propose that the idea of the Descriptions of landscape patterns, processes of thermodynamic microstate can be expressed as unique landscape change, and propagation of pattern-process configurations of a landscape mosaic, and posit that relationships across scale and through time are all the landscape metric Total Edge length is an effective governed and constrained by the second law of measure of configuration for purposes of calculating thermodynamics (Cushman 2015). -
Order and Disorder in Nature- G
DEVELOPMENT OF PHYSICS-Order And Disorder In Nature- G. Takeda ORDER AND DISORDER IN NATURE G. Takeda The University of Tokyo and Tohoku University, Sendai, Japan Keywords:order,disorder,entropy,fluctuation,phasetransition,latent heat, phase diagram, critical point, free energy, spontaneous symmetry breaking, open system, convection current, Bernard cell, crystalline solid, lattice structure, lattice vibration, phonon, magnetization, Curie point, ferro-paramagnetic transition, magnon, correlation function, correlation length, order parameter, critical exponent, renormalization group method, non-equilibrium process, Navier-Stokes equation, Reynold number, Rayleigh number, Prandtl number, turbulent flow, Lorentz model, laser. Contents 1. Introduction 2. Structure of Solids and Liquids 2.1.Crystalline Structure of Solids 2.2.Liquids 3. Phase Transitions and Spontaneous Broken Symmetry 3.1.Spontaneous Symmetry Breaking 3.2.Order Parameter 4. Non-equilibrium Processes Acknowledgements Glossary Bibliography Biographical Skectch Summary Order-disorder problems are a rapidly developing subject not only in physics but also in all branches of science. Entropy is related to the degree of order in the structure of a system, and the second law of thermodynamics states that the system should change from a more ordered state to a less ordered one as long as the system is isolated from its surroundings.UNESCO – EOLSS Phase transitions of matter are the most well studied order-disorder transitions and occur at certain fixed values of dynamical variables such as temperature and pressure. In general, the degreeSAMPLE of order of the atomic orCHAPTERS molecular arrangement in matter will change by a phase transition and the phase at lower temperature than the transition temperature is more ordered than that at higher temperature. -
Equilibrium Phases of Dipolar Lattice Bosons in the Presence of Random Diagonal Disorder
Equilibrium phases of dipolar lattice bosons in the presence of random diagonal disorder C. Zhang,1 A. Safavi-Naini,2 and B. Capogrosso-Sansone3 1Homer L. Dodge Department of Physics and Astronomy, The University of Oklahoma, Norman, Oklahoma ,73019, USA 2JILA , NIST and Department of Physics, University of Colorado, 440 UCB, Boulder, CO 80309, USA 3Department of Physics, Clark University, Worcester, Massachusetts, 01610, USA Ultracold gases offer an unprecedented opportunity to engineer disorder and interactions in a controlled manner. In an effort to understand the interplay between disorder, dipolar interaction and quantum degeneracy, we study two-dimensional hard-core dipolar lattice bosons in the presence of on-site bound disorder. Our results are based on large-scale path-integral quantum Monte Carlo simulations by the Worm algorithm. We study the ground state phase diagram at fixed half-integer filling factor for which the clean system is either a superfluid at lower dipolar interaction strength or a checkerboard solid at larger dipolar interaction strength. We find that, even for weak dipolar interaction, superfluidity is destroyed in favor of a Bose glass at relatively low disorder strength. Interestingly, in the presence of disorder, superfluidity persists for values of dipolar interaction strength for which the clean system is a checkerboard solid. At fixed disorder strength, as the dipolar interaction is increased, superfluidity is destroyed in favor of a Bose glass. As the interaction is further increased, the system eventually develops extended checkerboard patterns in the density distribution. Due to the presence of disorder, though, grain boundaries and defects, responsible for a finite residual compressibility, are present in the density distribution. -
Lucy Hutchinson's Rhetoric in Order and Disorder Christina Iluzada, BA
ABSTRACT To Teach, Move, Meditate, and Oppose: Lucy Hutchinson’s Rhetoric in Order and Disorder Christina Iluzada, B.A., Ph.D. Mentor: Phillip J. Donnelly, Ph.D. Lucy Hutchinson’s biblical poetic paraphrase, Order and Disorder, employs rhetorical strategies that enable her to teach and move her audience, meditate for her own spiritual benefit, and oppose the atomistic doctrine of Lucretius. In this dissertation, I begin to examine the poem using a rhetorical analysis that draws upon the Aristotelian causes as a framework. The poem’s final cause is to persuade Dissenting readers to trust and praise divine Providence and to pursue virtue; its formal cause is a type of plain style that relies upon tropes and sparingly employs schemes; and its material cause is the biblical story that the poem paraphrases, while weaving other biblical texts, images, and ideas into the Genesis narrative. This analysis of Hutchinson’s Non-Conformist rhetoric sheds light on the Calvinist Dissenter plain style, demonstrating how her interpretive strategies align with her Biblicism and distinguish her writing from Enlightenment rationalist notions of “plain.” It also reads the poem as a meditation, showing that Hutchinson’s rhetoric functions both to persuade herself as well as her Dissenting readers in the midst of difficult political and personal circumstances in the aftermath of the Restoration. This analysis of the character of Non-Conformist rhetoric highlights the various ways in which Hutchinson’s poem contests Lucretius’s atomism and epistemology. This study sketches a more thorough picture of Hutchinson’s rhetorical aesthetic than scholars have yet completed. It demonstrates that this seventeenth-century woman’s biblical epic poem places her in the position of not only a poet but also a teacher of doctrine, a rhetorician who moves her audience, a private Christian meditating on Scripture for the sake of her own soul, and an intellectual who directly counters Lucretian philosophy. -
Biographical Appendix
Biographical Appendix The following women are mentioned in the text and notes. Abney- Hastings, Flora. 1854–1887. Daughter of 1st Baron Donington and Edith Rawdon- Hastings, Countess of Loudon. Married Henry FitzAlan Howard, 15th Duke of Norfolk, 1877. Acheson, Theodosia. 1882–1977. Daughter of 4th Earl of Gosford and Louisa Montagu (daughter of 7th Duke of Manchester and Luise von Alten). Married Hon. Alexander Cadogan, son of 5th Earl of Cadogan, 1912. Her scrapbook of country house visits is in the British Library, Add. 75295. Alten, Luise von. 1832–1911. Daughter of Karl von Alten. Married William Montagu, 7th Duke of Manchester, 1852. Secondly, married Spencer Cavendish, 8th Duke of Devonshire, 1892. Grandmother of Alexandra, Mary, and Theodosia Acheson. Annesley, Katherine. c. 1700–1736. Daughter of 3rd Earl of Anglesey and Catherine Darnley (illegitimate daughter of James II and Catherine Sedley, Countess of Dorchester). Married William Phipps, 1718. Apsley, Isabella. Daughter of Sir Allen Apsley. Married Sir William Wentworth in the late seventeenth century. Arbuthnot, Caroline. b. c. 1802. Daughter of Rt. Hon. Charles Arbuthnot. Stepdaughter of Harriet Fane. She did not marry. Arbuthnot, Marcia. 1804–1878. Daughter of Rt. Hon. Charles Arbuthnot. Stepdaughter of Harriet Fane. Married William Cholmondeley, 3rd Marquess of Cholmondeley, 1825. Aston, Barbara. 1744–1786. Daughter and co- heir of 5th Lord Faston of Forfar. Married Hon. Henry Clifford, son of 3rd Baron Clifford of Chudleigh, 1762. Bannister, Henrietta. d. 1796. Daughter of John Bannister. She married Rev. Hon. Brownlow North, son of 1st Earl of Guilford, 1771. Bassett, Anne. Daughter of Sir John Bassett and Honor Grenville.