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Magazine April
Locks Heath U3A 28 March 2020 Weekenders Welcome to our first monthly magazine ... Smiling � � � � � � � ‘A Smile can neither bought or sold but it is the richest gift you could give or receive’ ‘If people are too tired to give you a smile Why not give them one of yours’ ‘The smile on my face doesn’t mean my life is perfect. It means I appreciate what I have been blessed with’ ⏰ Remember British Summer time begins today! � Put a note in your diary to ring or Weekenders - Doing it O-YO! face time a member or friend At least one name per day and you Due to restrictions on social gatherings won’t feel on your own and the common sense of Self-isolating It should not stop us finding other ways of communicating Hence this magazine to maintain the important link between the If you have back-up through Life members of Weekenders. Line Instead of often doing things O-YO (On Your Own) we are Now is the time to wear your seeking to pursue novel experiences together. pendant or wrist band 24/7 ❤ ❤ ❤ ❤ ❤ ❤ ❤ ❤ ❤ ❤ ❤ ❤ ❤ ❤ ❤ ❤ ❤ ❤ ❤ This weekend the clocks go forward and we can look forward to � Human contact is so important, lighter evenings and so in our first edition we have included some when the self distancing is over things to do over the weekend and once we are back to some sort of normality we can add in others... we can re- start our lives again Celebrations, parties, visits and holidays will eventually begin again and Visiting local towns and vilages so make each day count I came across the ‘Best places to live’ section in The Times last weekend. -
The Real Issue Stephen Hawking, the Big Bang, and God
The Real Issue Stephen Hawking, The Big Bang, and God Meet the Author: Dr. Henry "Fritz" Schaefer III Dr. "Fritz" Schaefer is the Graham Perdue Professor of Chemistry and the director of the Center for Computational Quantum Chemistry at the University of Georgia. He has been nominated for the Nobel Prize and was recently cited as the third most quoted chemist in the world. "The significance and joy in my science comes in the occasional moments of discovering something new and saying to myself, `So that's how God did it!' My goal is to understand a little corner of God's plan." -U.S. News & World Report, Dec. 23, 1991. (This article is a transcript of a lecture Dr. Schaefer presented at the University of Colorado in the Spring of 1994, sponsored by Christian Leadership and other campus ministries. Over 500 students and professors were present.) Stephen Hawking's bestseller A Brief History of Time is the most popular book about cosmology ever written. The questions cosmology addresses are scientifically and theologically profound. Hawking's book covers both of these implications. Cosmology is the study of the universe as a whole--it's structure, origin and development. I won't answer all the questions Hawking raises concerning cosmology, but I will try to make comments on many of them. I caution here that you should not confuse cosmology with cosmetology, the art of beautifying the hair, skin, and nails! Here are some of the questions cosmology seeks to answer (As elsewhere in this lecture, I borrow heavily from astrophysicist Hugh Ross' excellent books The Fingerprint of God and The Creator and the Cosmos.): 1. -
The Theorem of Pythagoras
The Most Famous Theorem The Theorem of Pythagoras feature Understanding History – Who, When and Where Does mathematics have a history? In this article the author studies the tangled and multi-layered past of a famous result through the lens of modern thinking, look- ing at contributions from schools of learning across the world, and connecting the mathematics recorded in archaeological finds with that taught in the classroom. Shashidhar Jagadeeshan magine, in our modern era, a very important theorem being Iattributed to a cult figure, a new age guru, who has collected a band of followers sworn to secrecy. The worldview of this cult includes number mysticism, vegetarianism and the transmigration of souls! One of the main preoccupations of the group is mathematics: however, all new discoveries are ascribed to the guru, and these new results are not to be shared with anyone outside the group. Moreover, they celebrate the discovery of a new result by sacrificing a hundred oxen! I wonder what would be the current scientific community’s reaction to such events. This is the legacy associated with the most ‘famous’ theorem of all times, the Pythagoras Theorem. In this article, we will go into the history of the theorem, explain difficulties historians have with dating and authorship and also speculate as to what might have led to the general statement and proof of the theorem. Vol. 1, No. 1, June 2012 | At Right Angles 5 Making sense of the history Why Pythagoras? Greek scholars seem to be in Often in the history of ideas, especially when there agreement that the first person to clearly state PT has been a discovery which has had a significant in all its generality, and attempt to establish its influence on mankind, there is this struggle to find truth by the use of rigorous logic (what we now call mathematical proof), was perhaps Pythagoras out who discovered it first. -
Stephen Hawking: a Brief History of Genius - in Pictures in Memory of Stephen Hawking
Stephen Hawking: A brief history of genius - in pictures In memory of Stephen Hawking Complied by: Manjunath.R #16/1, 8th Main Road, Shivanagar, Rajajinagar, Bangalore560010, Karnataka, India *Corresponding Author Email: [email protected] *Website: http://www.myw3schools.com/ Stephen Hawking was born precisely 3 hundred years after the demise of the scientist Galileo, so perhaps it became written with-inside the stars that he might turn out to be a well-known scientist in his personal right. Although he became recognized with a neurological ailment at age 21, Stephen did not allow the disease outline his life. Known for his groundbreaking work in physics, and recognized through his wheelchair and automatic voice system, Stephen endured his studies till his demise in 2018. He is great recognized for his black hole theories and his great- promoting book A Brief History of Time. Stephen Hawking is an example of someone who had a splendid mind, however a fair extra spirit. Stephen Hawking Parents 1942 Isobel Hawking (mother), holding Stephen shortly after his birth. 1942 Dr Frank Hawking (father), holding Stephen shortly after his birth. Hawking at a tender age of three. 1946 Professor Stephen Hawking as a young boy. Stephen Hawking with his siblings Philippa and Mary Stephen Hawking steering a boat as he heads for fishing during his teenage years. Schoolboy Stephen, aged 12, casually on his bicycle near his childhood home in St Albans. Early 1950's Stephen Hawking (far left) at school in St Albans, working with fellow students and teacher on assembling an early computer. Stephen Hawking as a young boy, aged 12, standing outside his house in 1954. -
The Magazine of Corpus Christi College
8 0 0 2 s a m l e a h c i M 6 1 e u s s I The magazine of Corpus Christi College Cambridge SttuarrttLaiing PaullWarrrren CorrpussCllocck FiirrssttTellephone New Mastterr New Burrsarr unveiilled Campaiign Contents 3 The Master’s Introduction Stuart Laing, Master 4 Stuart Laing takes up Mastership 8 The Office of Treasurer appointed 10 The Corpus Clock 12 Paul Warren, Bursar 14 Nick Danks, Director of Music 16 Alumni Fund & Telephone Campaign 18 Christopher Kelly: Attila the Hun 19 Paul Mellars receives an award 20 John Hatcher: The Black Death 21 Concert dates, for Ryan Wigglesworth 22 Twenty five years of the Admission of women 26 Student summer internship 27 New Junior Common Room Editor: Liz Winter Managing editor: Latona Forder-Stent Assistant editor: Lucy Gowans Photographers: Philip Mynott Andisheh Photography (Andisheh Eslamboil m2000) Stephen E Gross: Atllia the Hun Jeremy Pembrey: Corpus Clock Alexander Leiffheidt ( m2001): John Hatcher Greg E J Dickens: Chapel Organ Dr Marina Frasca-Spada Nigel Luckhurst: Ryan Wigglesworth Manni Mason Photography: Paul Mellars Jet Photographic Eden Lilley Photography Occasional Photography Produced by Cameron Design & Marketing Ltd www.cameronacademic.co.uk Master’s Introduction Dear Alumni and friends of Corpus, Gerard Duveen 4 March 1951 – 8 Nov 2008 I write having taken up the Mastership just three weeks ago. I am naturally delighted – and honoured – The Master and Fellows of Corpus Christi are to be here, at a desk looking out into New Court where sad to announce the death of Dr Gerard so many of my distinguished predecessors have Duveen, Fellow of the College and Reader in sat before. -
ACCRETION INTO and EMISSION from BLACK HOLES Thesis By
ACCRETION INTO AND EMISSION FROM BLACK HOLES Thesis by Don Nelson Page In Partial Fulfillment of the Requirements for the Degree of Doctor of Philosophy California Institute of Technology Pasadena, California 1976 (Submitted May 20, 1976) -ii- ACKNOHLEDG:-IENTS For everything involved during my pursuit of a Ph. D. , I praise and thank my Lord Jesus Christ, in whom "all things were created, both in the heavens and on earth, visible and invisible, whether thrones or dominions or rulers or authorities--all things have been created through Him and for Him. And He is before all things, and in Him all things hold together" (Colossians 1: 16-17) . But He is not only the Creator and Sustainer of the universe, including the physi cal laws which rule and their dominion the spacetime manifold and its matter fields ; He is also my personal Savior, who was "wounded for our transgressions , ... bruised for our iniquities, .. and the Lord has lald on Him the iniquity of us all" (Isaiah 53:5-6). As the Apostle Paul expressed it shortly after Isaiah ' s prophecy had come true at least five hundred years after being written, "God demonstrates His own love tmvard us , in that while we were yet sinners, Christ died for us" (Romans 5 : 8) . Christ Himself said, " I have come that they may have life, and have it to the full" (John 10:10) . Indeed Christ has given me life to the full while I have been at Caltech, and I wish to acknowledge some of the main blessings He has granted: First I thank my advisors , KipS. -
Erich Kretschmann As a Proto-Logical-Empiricist: Adventures and Misadventures of the Point-Coincidence Argument
Erich Kretschmann as a Proto-Logical-Empiricist: Adventures and Misadventures of the Point-Coincidence Argument Marco Giovanelli Abstract The present paper attempts to show that a 1915 article by Erich Kretschmann must be credited not only for being the source of Einstein’s point-coincidence remark, but also for having anticipated the main lines of the logical-empiricist interpretation of general relativity. Whereas Kretschmann was inspired by the work of Mach and Poincaré, Einstein inserted Kretschmann’s point-coincidence parlance into the context of Ricci and Levi-Civita’s absolute differential calculus. Kretschmann himself realized this and turned the point-coincidence ar- gument against Einstein in his second and more famous 1918 paper. While Einstein had taken nothing from Kretschmann but the expression “point-coincidences”, the logical empiricists, however, instinctively dragged along with it the entire apparatus of Kretschmann’s conven- tionalism. Disappointingly, in their interpretation of general relativity, the logical empiricists unwittingly replicated some epistemological remarks Kretschmann had written before General Relativity even existed. Keywords: Erich Kretschmann, Point Coincidence Argument, Moritz Schlick, General Relativity, Logical Empiricism, Conventionalism 1. Introduction In the early 1980s, John Stachel (Stachel, 1980) and John Norton (Norton, 1984) famously shed new light on Einstein’s celebrated, yet somewhat cryptic, claim that all physical measurements amount to a determination of space-time coincidences, such as the matching of a pointer with a scale, or, if the world consisted of nothing but particles in motion, the meetings of their world-lines. In Einstein’s published writings, this remark — which Stachel has success- fully labeled the “point-coincidence argument” — amounts to the requirement of “general covariance”: since all coordinate systems necessarily agree on coin- cidences, that is, in everything observable, there is no reason to privilege one coordinate system over another. -
Vancouver Institute: an Experiment in Public Education
1 2 The Vancouver Institute: An Experiment in Public Education edited by Peter N. Nemetz JBA Press University of British Columbia Vancouver, B.C. Canada V6T 1Z2 1998 3 To my parents, Bel Newman Nemetz, B.A., L.L.D., 1915-1991 (Pro- gram Chairman, The Vancouver Institute, 1973-1990) and Nathan T. Nemetz, C.C., O.B.C., Q.C., B.A., L.L.D., 1913-1997 (President, The Vancouver Institute, 1960-61), lifelong adherents to Albert Einstein’s Credo: “The striving after knowledge for its own sake, the love of justice verging on fanaticism, and the quest for personal in- dependence ...”. 4 TABLE OF CONTENTS INTRODUCTION: 9 Peter N. Nemetz The Vancouver Institute: An Experiment in Public Education 1. Professor Carol Shields, O.C., Writer, Winnipeg 36 MAKING WORDS / FINDING STORIES 2. Professor Stanley Coren, Department of Psychology, UBC 54 DOGS AND PEOPLE: THE HISTORY AND PSYCHOLOGY OF A RELATIONSHIP 3. Professor Wayson Choy, Author and Novelist, Toronto 92 THE IMPORTANCE OF STORY: THE HUNGER FOR PERSONAL NARRATIVE 4. Professor Heribert Adam, Department of Sociology and 108 Anthropology, Simon Fraser University CONTRADICTIONS OF LIBERATION: TRUTH, JUSTICE AND RECONCILIATION IN SOUTH AFRICA 5. Professor Harry Arthurs, O.C., Faculty of Law, Osgoode 132 Hall, York University GLOBALIZATION AND ITS DISCONTENTS 6. Professor David Kennedy, Department of History, 154 Stanford University IMMIGRATION: WHAT THE U.S. CAN LEARN FROM CANADA 7. Professor Larry Cuban, School of Education, Stanford 172 University WHAT ARE GOOD SCHOOLS, AND WHY ARE THEY SO HARD TO GET? 5 8. Mr. William Thorsell, Editor-in-Chief, The Globe and 192 Mail GOOD NEWS, BAD NEWS: POWER IN CANADIAN MEDIA AND POLITICS 9. -
John Taylor Contents
John Taylor Born 1936. Philanthropist, horologist, and inventor of thermostatic electric kettles. Autobiographical life story. Available online at www.livesretold.co.uk Contents 1. Life 2. Inventions 3. Passions 4. Business Life 5. Philanthropy 6. Art & Design 7. Horology & Clocks 8. Science & Engineering 9. The Corpus Chronophage 10. The Midsummer Chronophage 11. The Dragon Chronophage 12. Chronophage Commissions 13. Publications 14. Arragon Mooar 15. A Personal Tribute This life story was archived in 2021, with acknowledgement and thanks, from Dr. John Taylor's website at www.johnctaylor.com. Where additional internet material has been added the source is acknowledged. 1 1. Life I was lucky to be able to study Natural Sciences at Corpus Christi College at Cambridge University. I remember thinking I was very smart at school – until I got to university – when I realised that there were a lot of people much smarter than me! However, after a long career, I’m now immensely proud to be considered one of Britain’s greatest inventors. I returned to live on the Isle of Man 40 years ago after running the highly successful Otter Controls business in Buxton, Derbyshire. Many of the hundreds of patents that I hold are for domestic appliances, thermostats and electrical equipment. Probably my most famous invention is the thermostat controls for the cordless kettle, patented and used throughout the world. It’s been calculated that over two billion of my bi- metal blades – used in thermostats to switch off kettles – have been produced since their invention in the 1970s. Strix, a company I founded, now holds four Queen’s Awards, three for Export and one for Innovation, granted for my 360-degrees cordless kettle connector. -
This Anthology Is a Collection of Winning Entries and Runners-Up In
This anthology is a collection of winning entries and runners-up in the inaugural writing competition for children and young adults organised by the Friends of Rock Road Library in late 2016. The theme of the competition was ‘Location as Inspiration’, inviting entries in the form of short stories, poems and plays about a place in Cambridge or the city itself. The competition was divided into two categories: 7 – 11 year olds and 12 – 16 year olds. The judges were local authors Adéle Geras and Julian Sedgwick. Contents 7 – 11 Year Old Category ................................................................... 8 12 – 16 Year Old Category ................................................................. 9 The Day Trip ....................................................................................... 10 The Book with the Hidden Code ......................................................... 13 The Fitzwilliam Museum .................................................................... 16 Visit Fitzwilliam .................................................................................. 17 Maniac ................................................................................................. 19 Bird’s Eye View .................................................................................. 21 The Round Church .............................................................................. 24 Cat on the Hat! .................................................................................... 25 The Corpus Clock ............................................................................... -
A Selected Bibliography of Publications By, and About, Niels Bohr
A Selected Bibliography of Publications by, and about, Niels Bohr Nelson H. F. Beebe University of Utah Department of Mathematics, 110 LCB 155 S 1400 E RM 233 Salt Lake City, UT 84112-0090 USA Tel: +1 801 581 5254 FAX: +1 801 581 4148 E-mail: [email protected], [email protected], [email protected] (Internet) WWW URL: http://www.math.utah.edu/~beebe/ 09 June 2021 Version 1.308 Title word cross-reference + [VIR+08]. $1 [Duf46]. $1.00 [N.38, Bal39]. $105.95 [Dor79]. $11.95 [Bus20]. $12.00 [Kra07, Lan08]. $189 [Tan09]. $21.95 [Hub14]. $24.95 [RS07]. $29.95 [Gor17]. $32.00 [RS07]. $35.00 [Par06]. $47.50 [Kri91]. $6.95 [Sha67]. $61 [Kra16b]. $9 [Jam67]. − [VIR+08]. 238 [Tur46a, Tur46b]. ◦ [Fra55]. 2 [Som18]. β [Gau14]. c [Dar92d, Gam39]. G [Gam39]. h [Gam39]. q [Dar92d]. × [wB90]. -numbers [Dar92d]. /Hasse [KZN+88]. /Rath [GRE+01]. 0 [wB90, Hub14, Tur06]. 0-19-852049-2 [Ano93a, Red93, Seg93]. 0-19-853977-0 [Hub14]. 0-521-35366-1 [Kri91]. 0-674-01519-3 [Tur06]. 0-85224-458-4 [Hen86a]. 0-9672617-2-4 [Kra07, Lan08]. 1 2 1.5 [GRE+01]. 100-˚aret [BR+85]. 100th [BR+85, KRW05, Sch13, vM02]. 110th [Rub97a]. 121 [Boh87a]. 153 [MP97]. 16 [SE13]. 17 [Boh55a, KRBR62]. 175 [Bad83]. 18.11.1962 [Hei63a]. 1911 [Meh75]. 1915 [SE13]. 1915/16 [SE13, SE13]. 1918 [Boh21a]. 1920s [PP16]. 1922 [Boh22a]. 1923 [Ros18]. 1925 [Cla13, Bor13, Jan17, Sho13]. 1927 [Ano28]. 1929 [HEB+80, HvMW79, Pye81]. 1930 [Lin81, Whe81]. 1930/41 [Fer68, Fer71]. 1930s [Aas85b, Stu79]. 1933 [CCJ+34]. -
Observables and Hamilton-Jacobi Approaches to General Relativity. I
Observables and Hamilton-Jacobi approaches to general relativity. I. The Earlier History Donald Salisbury1,2 1Austin College, 900 North Grand Ave, Sherman, Texas 75090, USA 2Max Planck Institute for the History of Science, Boltzmannstrasse 22, 14195 Berlin, Germany Abstract The main focus is on the Hamilton-Jacobi techniques in classical general relativity that were pursued by Peter Bergmann and Arthur Komar in the 1960’s and 1970’s. They placed special emphasis on the ability to construct the factor group of canonical transformations, where the four-dimensional diffeomorphism phase space transformations were factored out. Equivalence classes were identified by a set of phase space functions that were invari- ant under the action of the four-dimensional diffeomorphism group. This is contrasted and compared with approaches of Paul Weiss, Julian Schwinger, Richard Arnowitt, Stanley Deser, Charles Misner, Karel Kuchar – and es- pecially the geometrodynamical program of John Wheeler and Bryce DeWitt where diffeomorphism symmetry is replaced by a notion of multifingered time. The origins of all of these approaches are traced to Elie Cartan’s invariant in- tegral formulation of classical dynamics. A related correspondence concerning the thin sandwich dispute is also documented. 1 Introduction Given that the classical Hamilton-Jacobi theory played such a prominent role in the formulation of Schrødinger quantum wave mechanics, it is remarkable that gen- eral relativists did not make a serious effort in applying the technique until the early 1960’s. The origins of this attempt in flat spacetime field theory can be arXiv:2106.11894v1 [physics.hist-ph] 22 Jun 2021 traced to Dirac’s groundbreaking 1933 paper, The Lagrangian in quantum mechan- ics [Dirac, 1933], where he established the link, for systems with a finite number of degrees of freedom, between initial and final classical action configuration vari- ables, Hamilton principal functions, and quantum transition amplitudes.