MYRON MATHISSON: WHAT LITTLE WE KNOW of HIS LIFE∗ Tilman Sauer
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Scientific Contacts of Polish Physicists with Albert Einstein
The Global and the Local: The History of Science and the Cultural Integration of Europe. nd Proceedings of the 2 ICESHS (Cracow, Poland, September 6–9, 2006) / Ed. by M. Kokowski. Bronisław Średniawa * Scientific contacts of Polish physicists with Albert Einstein Abstract Scientific relations of Polish physicists, living in Poland and on emigration,with Albert Einstein, in the first half of 20th century are presented. Two Polish physicists, J. Laub and L. Infeld, were Einstein’s collaborators. The exchange of letters between M. Smoluchowski and Einstein contributed essentially to the solution of the problem of density fluctuations. S Loria, J. Kowalski, W. Natanson, M. Wolfke and L. Silberstein led scientific discussions with Einstein. Marie Skłodowska-Curie collaborated with Einstein in the Commission of Intelectual Cooperation of the Ligue of Nations. Einstein proposed scientific collaboration to M. Mathisson, but because of the breakout of the 2nd World War and Mathisson’s death their collaboration could not be realised. Contacts of Polish physicists with Einstein contributed to the development of relativity in Poland. (1) Introduction Many Polish physicists of older generation, who were active in Polish universities and abroad before the First World War or in the interwar period, had personal contacts with Einstein or exchanged letters with him. Contacts of Polish physicists with Einstein certainly inspired some Polish theoreticians to scientific work in relativity. These contacts encouraged also Polish physicists to make effort in the domain of popularization of relativity and of the progress of physics in the twenties and thirties. We can therefore say that the contacts of Polish physicists with Einstein contributed to the development of theoretical physics in Poland. -
‰M‰Mwm Cixþvi Cék² I Dîi
gBs‡iwRƒj eBGqi 1g cÎ AwZwiÚ Ask 275 ‰m‰mwm cixÞvi cÉk² I Dîi 1. Dhaka Board-2015 English (Compulsory) 1st Paper Read the passage. Then answer the questions below. The National Memorial at Savar is a symbol of the nation's respect for the martyrs of the War of Liberation. It is built with concrete, but made of blood. It stands 150 feet tall, but every martyr it stands for stands so much taller. It is an achievement the dimension of which can be measured, but it stands for an achievement, which is immeasurable. It stands upright for the millions of martyrs who laid down their lives so that we may stand upright, in honour and dignity, amongst the nations of the world. Most prominently visible is the 150 feet tower that stands on a base measuring 130 feet wide. There are actually a series of 7 towers that rise by stages to a height of 150 feet. The foundation was laid on the first anniversary of the Victory Day. There is actually a plan to build a huge complex in several phases. The entire complex will cover an area of 126 acres. The plan of this complex includes a mosque, a library and a museum. The relics of the Liberation War will be kept in the museum. They will ever remind our countrymen and all who would come to visit museum of the valiant struggle and supreme sacrifices of a freedom loving people. Here also will be a clear warning to all oppressors that the weapons of freedom need not be very big, and that oppression will always be defeated. -
Thesis Rests with Its Author
University of Bath PHD New vacuum solutions for quadratic metric–affine gravity Pasic, Vedad Award date: 2009 Awarding institution: University of Bath Link to publication Alternative formats If you require this document in an alternative format, please contact: [email protected] General rights Copyright and moral rights for the publications made accessible in the public portal are retained by the authors and/or other copyright owners and it is a condition of accessing publications that users recognise and abide by the legal requirements associated with these rights. • Users may download and print one copy of any publication from the public portal for the purpose of private study or research. • You may not further distribute the material or use it for any profit-making activity or commercial gain • You may freely distribute the URL identifying the publication in the public portal ? Take down policy If you believe that this document breaches copyright please contact us providing details, and we will remove access to the work immediately and investigate your claim. Download date: 23. Sep. 2021 New Vacuum Solutions for Quadratic Metric–affine Gravity submitted by Vedad Pasiˇ c´ for the degree of Doctor of Philosophy of the University of Bath Department of Mathematical Sciences February 2009 COPYRIGHT Attention is drawn to the fact that copyright of this thesis rests with its author. This copy of the thesis has been supplied on the condition that anyone who consults it is understood to recognise that its copyright rests with its author and that no quotation from the thesis and no information derived from it may be published without the prior written consent of the author. -
Cracking the Einstein Code: Relativity and the Birth of Black Hole Physics, with an Afterword by Roy Kerr / Fulvio Melia
CRA C K I N G T H E E INSTEIN CODE @SZObWdWbgO\RbVS0W`bV]T0ZOQY6]ZS>VgaWQa eWbVO\/TbS`e]`RPg@]gS`` fulvio melia The University of Chicago Press chicago and london fulvio melia is a professor in the departments of physics and astronomy at the University of Arizona. He is the author of The Galactic Supermassive Black Hole; The Black Hole at the Center of Our Galaxy; The Edge of Infinity; and Electrodynamics, and he is series editor of the book series Theoretical Astrophysics published by the University of Chicago Press. The University of Chicago Press, Chicago 60637 The University of Chicago Press, Ltd., London © 2009 by The University of Chicago All rights reserved. Published 2009 Printed in the United States of America 18 17 16 15 14 13 12 11 10 09 1 2 3 4 5 isbn-13: 978-0-226-51951-7 (cloth) isbn-10: 0-226-51951-1 (cloth) Library of Congress Cataloging-in-Publication Data Melia, Fulvio. Cracking the Einstein code: relativity and the birth of black hole physics, with an afterword by Roy Kerr / Fulvio Melia. p. cm. Includes bibliographical references and index. isbn-13: 978-0-226-51951-7 (cloth: alk. paper) isbn-10: 0-226-51951-1 (cloth: alk. paper) 1. Einstein field equations. 2. Kerr, R. P. (Roy P.). 3. Kerr black holes—Mathematical models. 4. Black holes (Astronomy)—Mathematical models. I. Title. qc173.6.m434 2009 530.11—dc22 2008044006 To natalina panaia and cesare melia, in loving memory CONTENTS preface ix 1 Einstein’s Code 1 2 Space and Time 5 3 Gravity 15 4 Four Pillars and a Prayer 24 5 An Unbreakable Code 39 6 Roy Kerr 54 7 The Kerr Solution 69 8 Black Hole 82 9 The Tower 100 10 New Zealand 105 11 Kerr in the Cosmos 111 12 Future Breakthrough 121 afterword 125 references 129 index 133 PREFACE Something quite remarkable arrived in my mail during the summer of 2004. -
Professor Andrzej Trautman
PredictingPredicting GrGr avitational avitational WavesWaves briefly speaking THE MAGAZINE OF THE PASK 52 3/55/2017 PROF. ANDRZEJ TRAUTMAN e talk to Professor Andrzej W Trautman, Full Member of the Polish Academy of Sciences and Emeritus Professor at the University of Warsaw, about the consequences of the general theory of relativity, the theoretical foundations of gravitational waves and the difficulties in proving their existence. THE MAGAZINE 53 OF THE PAS 3/55/2017 Briefly Speaking ANDRZEJ TRAUTMAN: I should start by saying that of my work at the Polytechnic that I was able to start although I have worked on gravitational waves, it was simultaneous studies at the University. only on the theory. Over fifty years ago I searched for solutions of Einstein’s equations that may describe You were born in central Warsaw and you still gravitational waves and studied their properties. I had live in the city now, but you spent several years always assumed that their existence would one day be after the war wandering round Europe with your confirmed, and I was right. mother. During the Warsaw uprising we were deported to ACADEMIA: Let’s start by talking about what Germany. It was one of the worst periods of my life your research focuses on. – filled with hunger, filth, lice. We came back to Po- I graduated from the Warsaw Polytechnic, so I’m ac- land, but our apartment in Warsaw was destroyed and tually an engineer. I first met Professor Leopold Infeld, we spent a few months in Lublin where my father’s a theoretical physicist, towards the end of my studies. -
A Contextual Analysis of the Early Work of Andrzej Trautman and Ivor
A contextual analysis of the early work of Andrzej Trautman and Ivor Robinson on equations of motion and gravitational radiation 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 October 10, 2019 Abstract In a series of papers published in the course of his dissertation work in the mid 1950’s, Andrzej Trautman drew upon the slow motion approximation developed by his advisor Infeld, the general covariance based strong conservation laws enunciated by Bergmann and Goldberg, the Riemann tensor attributes explored by Goldberg and related geodesic deviation exploited by Pirani, the permissible metric discontinuities identified by Lich- nerowicz, O’Brien and Synge, and finally Petrov’s classification of vacuum spacetimes. With several significant additions he produced a comprehensive overview of the state of research in equations of motion and gravitational waves that was presented in a widely cited series of lectures at King’s College, London, in 1958. Fundamental new contribu- tions were the formulation of boundary conditions representing outgoing gravitational radiation the deduction of its Petrov type, a covariant expression for null wave fronts, and a derivation of the correct mass loss formula due to radiation emission. Ivor Robin- son had already in 1956 developed a bi-vector based technique that had resulted in his rediscovery of exact plane gravitational wave solutions of Einstein’s equations. He was the first to characterize shear-free null geodesic congruences. He and Trautman met in London in 1958, and there resulted a long-term collaboration whose initial fruits were the Robinson-Trautman metric, examples of which were exact spherical gravitational waves. -
SCIENTIFIC REPORT for the 5 YEAR PERIOD 1993–1997 INCLUDING the PREHISTORY 1991–1992 ESI, Boltzmanngasse 9, A-1090 Wien, Austria
The Erwin Schr¨odinger International Boltzmanngasse 9 ESI Institute for Mathematical Physics A-1090 Wien, Austria Scientific Report for the 5 Year Period 1993–1997 Including the Prehistory 1991–1992 Vienna, ESI-Report 1993-1997 March 5, 1998 Supported by Federal Ministry of Science and Transport, Austria http://www.esi.ac.at/ ESI–Report 1993-1997 ERWIN SCHRODINGER¨ INTERNATIONAL INSTITUTE OF MATHEMATICAL PHYSICS, SCIENTIFIC REPORT FOR THE 5 YEAR PERIOD 1993–1997 INCLUDING THE PREHISTORY 1991–1992 ESI, Boltzmanngasse 9, A-1090 Wien, Austria March 5, 1998 Table of contents THE YEAR 1991 (Paleolithicum) . 3 Report on the Workshop: Interfaces between Mathematics and Physics, 1991 . 3 THE YEAR 1992 (Neolithicum) . 9 Conference on Interfaces between Mathematics and Physics . 9 Conference ‘75 years of Radon transform’ . 9 THE YEAR 1993 (Start of history of ESI) . 11 Erwin Schr¨odinger Institute opened . 11 The Erwin Schr¨odinger Institute An Austrian Initiative for East-West-Collaboration . 11 ACTIVITIES IN 1993 . 13 Short overview . 13 Two dimensional quantum field theory . 13 Schr¨odinger Operators . 16 Differential geometry . 18 Visitors outside of specific activities . 20 THE YEAR 1994 . 21 General remarks . 21 FTP-server for POSTSCRIPT-files of ESI-preprints available . 22 Winter School in Geometry and Physics . 22 ACTIVITIES IN 1994 . 22 International Symposium in Honour of Boltzmann’s 150th Birthday . 22 Ergodicity in non-commutative algebras . 23 Mathematical relativity . 23 Quaternionic and hyper K¨ahler manifolds, . 25 Spinors, twistors and conformal invariants . 27 Gibbsian random fields . 28 CONTINUATION OF 1993 PROGRAMS . 29 Two-dimensional quantum field theory . 29 Differential Geometry . 29 Schr¨odinger Operators . -
SCIENTIFIC REPORT for the YEAR 1999 ESI, Boltzmanngasse 9, A-1090 Wien, Austria
The Erwin Schr¨odinger International Boltzmanngasse 9 ESI Institute for Mathematical Physics A-1090 Wien, Austria Scientific Report for the Year 1999 Vienna, ESI-Report 1999 March 1, 2000 Supported by Federal Ministry of Science and Transport, Austria ESI–Report 1999 ERWIN SCHRODINGER¨ INTERNATIONAL INSTITUTE OF MATHEMATICAL PHYSICS, SCIENTIFIC REPORT FOR THE YEAR 1999 ESI, Boltzmanngasse 9, A-1090 Wien, Austria March 1, 2000 Honorary President: Walter Thirring, Tel. +43-1-3172047-15. President: Jakob Yngvason: +43-1-31367-3406. [email protected] Director: Peter W. Michor: +43-1-3172047-16. [email protected] Director: Klaus Schmidt: +43-1-3172047-14. [email protected] Administration: Ulrike Fischer, Doris Garscha, Ursula Sagmeister. Computer group: Andreas Cap, Gerald Teschl, Hermann Schichl. International Scientific Advisory board: Jean-Pierre Bourguignon (IHES), Giovanni Gallavotti (Roma), Krzysztof Gawedzki (IHES), Vaughan F.R. Jones (Berkeley), Viktor Kac (MIT), Elliott Lieb (Princeton), Harald Grosse (Vienna), Harald Niederreiter (Vienna), ESI preprints are available via ‘anonymous ftp’ or ‘gopher’: FTP.ESI.AC.AT and via the URL: http://www.esi.ac.at. Table of contents Statement on Austria’s current political situation . 2 General remarks . 2 Winter School in Geometry and Physics . 2 ESI - Workshop Geometrical Aspects of Spectral Theory . 3 PROGRAMS IN 1999 . 4 Functional Analysis . 4 Nonequilibrium Statistical Mechanics . 7 Holonomy Groups in Differential Geometry . 9 Complex Analysis . 10 Applications of Integrability . 11 Continuation of programs from 1998 and earlier . 12 Guests via Director’s shares . 13 List of Preprints . 14 List of seminars and colloquia outside of conferences . 25 List of all visitors in the year 1999 . -
“YOU MUST REMEMBER THIS” Abraham (“Abe”) Edel
MATERIAL FOR “YOU MUST REMEMBER THIS” Abraham (“Abe”) Edel (6 December 1908 – 22 June 2007) “Twenty-Seven Uses of Science in Ethics,” 7/2/67 Abraham Edel, In Memoriam, by Peter Hare and Guy Stroh Abraham Edel, 1908-2007 Abraham Edel was born in Pittsburgh, Pennsylvania on December 6, 1908. Raised in Yorkton, Canada with his older brother Leon who would become a biographer of Henry James, Edel studied Classics and Philosophy at McGill University, earning a BA in 1927 and an MA in 1928. He continued his education at Oxford where, as he recalled, “W.D. Ross and H.A. Prichard were lecturing in ethics, H.W.B. Joseph on Plato, and the influence of G. E. Moore and Bertrand Russell extended from Cambridge. Controversy on moral theory was high. The same was true of epistemology, where Prichard posed realistic epistemology against Harold Joachim who was defending Bradley and Bosanquet against the metaphysical realism of Cook Wilson.” He received a BA in Litterae Humaniores from Oxford in 1930. In that year he moved to New York City for doctoral studies at Columbia University, and in 1931 began teaching at City College, first as an assistant to Morris Raphael Cohen. F.J.E. Woodbridge directed his Columbia dissertation, Aristotle’s Theory of the Infinite (1934). This monograph and two subsequent books on Aristotle were influenced by Woodbridge’s interpretation of Aristotle as a philosophical naturalist. Although his dissertation concerned ancient Greek philosophy, he was much impressed by research in the social sciences at Columbia, and the teaching of Cohen at City College showed him how philosophical issues lay at the root of the disciplines of psychology, sociology, history, as well as the natural sciences. -
Atomic-Scientists.Pdf
Table of Contents Becquerel, Henri Blumgart, Herman Bohr, Niels Chadwick, James Compton, Arthur Coolidge, William Curie, Marie Curie, Pierre Dalton, John de Hevesy, George Einstein, Albert Evans, Robely Failla, Gioacchino Fermi, Enrico Frisch, Otto Geiger, Hans Goeppert-Mayer, Maria Hahn, Otto Heisenberg, Werner Hess, Victor Francis Joliet-Curie, Frederic Joliet-Curie, Irene Klaproth, Martin Langevin, Paul Lawrence, Ernest Meitner, Lise Millikan, Robert Moseley, Henry Muller, Hermann Noddack, Ida Parker, Herbert Peierls, Rudolf Quimby, Edith Ray, Dixie Lee Roentgen, Wilhelm Rutherford, Ernest Seaborg, Glenn Soddy, Frederick Strassman, Fritz Szilard, Leo Teller, Edward Thomson, Joseph Villard, Paul Yalow, Rosalyn Antoine Henri Becquerel 1852 - 1908 French physicist who was an expert on fluorescence. He discovered the rays emitted from the uranium salts in pitchblende, called Becquerel rays, which led to the isolation of radium and to the beginning of modern nuclear physics. He shared the 1903 Nobel Prize for Physics with Pierre and Marie Curie for the discovery of radioactivity.1 Early Life Antoine Henri Becquerel was born in Paris, France on December 15, 1852.3 He was born into a family of scientists and scholars. His grandfather, Antoine Cesar Bequerel, invented an electrolytic method for extracting metals from their ores. His father, Alexander Edmond Becquerel, a Professor of Applied Physics, was known for his research on solar radiation and on phosphorescence.2, 3 Becquerel not only inherited their interest in science, but he also inherited the minerals and compounds studied by his father, which gave him a ready source of fluorescent materials in which to pursue his own investigations into the mysterious ways of Wilhelm Roentgen’s newly discovered phenomenon, X-rays.2 Henri received his formal, scientific education at Ecole Polytechnique in 1872 and attended the Ecole des Ponts at Chaussees from 1874-77 for his engineering training. -
MYRON MATHISSON: What Little We Know of His Life
Andrzej Trautman Institute of Theoretical Physics University of Warsaw MYRON MATHISSON: What little we know of his life About the conference and this talk Primary sources Several articles by Bronisªaw redniawa; in particular Myron Mathisson (1897-1940) Poste py Fizyki 33 (1982) 373-383 (in Polish) Myron Mathisson's and Jan Weyssenho's Work on the Problem of Motion in General Relativity, pp. 400406 in: Studies in the History of General Relativity J. Eisenstaedt and A. J. Kox eds, Birkhäuser, Boston 1992 Primary sources Several articles by Bronisªaw redniawa; in particular Myron Mathisson (1897-1940) Poste py Fizyki 33 (1982) 373-383 (in Polish) Myron Mathisson's and Jan Weyssenho's Work on the Problem of Motion in General Relativity, pp. 400406 in: Studies in the History of General Relativity J. Eisenstaedt and A. J. Kox eds, Birkhäuser, Boston 1992 12 papers published by Myron Mathisson (MM) The Mathisson le in the Albert-Einstein-Archives (thanks to Tilman Sauer; he recently found new material that will be described in his lecture) Material in possession of Stanisªaw Ba»a«ski: excerpts from the University of Warsaw Archive two letters from Mrs Irena Gill, the widow of MM a letter from prof. B. L. Laptev, University of Kazan described in his lecture) Material in possession of Stanisªaw Ba»a«ski: excerpts from the University of Warsaw Archive two letters from Mrs Irena Gill, the widow of MM a letter from prof. B. L. Laptev, University of Kazan Excerpts from the Archive of Politechnika Warszawska (thanks to Wªodek Zych) described in his lecture) Material in possession of Stanisªaw Ba»a«ski: excerpts from the University of Warsaw Archive two letters from Mrs Irena Gill, the widow of MM a letter from prof. -
Émile Meyerson and Einstein's Late Rationalistic Realism
‘Physics Is a Kind of Metaphysics’: Émile Meyerson and Einstein’s Late Rationalistic Realism Marco Giovanelli [email protected] Universität Tübingen Forum Scientiarum Doblerstr. 33 – 72074 Tübingen (D) Gerald Holton has famously described Einstein’s career as a philosophical “pilgrimage”. Starting on “the historic ground” of Machian positivism and phenomenalism, following the completion of general relativity in late 1915, Einstein’s philosophy endured (a) a speculative turn: physical theorizing appears as ultimately a “pure mathematical construction” guided by faith in the simplicity of nature and (b) a realistic turn: science is “nothing more than a renement” of the everyday belief in the existence of mind- independent physical reality. Nevertheless, Einstein’s mathematical constructivism that supports his unied eld theory program appears to be, at rst sight, hardly compatible with the common sense realism with which he countered quantum theory. Thus, literature on Einstein’s philosophy of science has often struggled in nding the thread between ostensibly conicting philosophical pronouncements. This paper supports the claim that Einstein’s dialog with Émile Meyerson from the mid 1920s till the early 1930s might be a neglected source to solve this riddle. According to Einstein, Meyerson shared (a) his belief in the independent existence of an external world and (b) his conviction that the latter can be grasped only by speculative means. Einstein could present his search for a unied eld theory as a metaphysical-realistic program opposed to the positivistic-operationalist spirit of quantum mechanics. Man does metaphysics as he breathes, involuntarily and, above all, usually without realizing it Meyerson, 1908 But every four- and two-legged animal is de facto in this sense a metaphysician Einstein to Schlick, Nov.