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The third volume collecting the significant papers of the astrophysicist and Nobel laureate. The papers are grouped into four sections: dynamical friction and Brownian motion; statistical problems in astonomy; the statistical theory of turbulence; and hydromagnetic problems in astrophysics. Includes a brief foreword by mathematician Norman R. Lebovitz. Not indexed. Annotation copyrighted by Book News, Inc., Portland, OR
In these volumes, the most significant of the collected papers of the Chinese-American theoretical physicist Tsung-Dao Lee are printed. A complete list of his published papers, in order of publication, appears in the Bibliography of T.D. Lee. The papers have been arranged into ten categories, in most cases according to the subject matter. At the beginning of each of the first eight categories of papers, there is a commentary on the content and significance of all of the papers in the category. The two short final categories do not have any commentaries. The editor would like to thank Dr. Richard Friedberg for his assistance in the early stages of the editorial work on this project, as well as for writing commentaries on the papers of Categories III and IV. I would also like to thank Dr. Norman Christ for writing the commentary on the papers of Category VII. The assistance of Irene Tramm was in valuable in many aspects of preparing this collection, including locating copies of Lee's papers. GERALD FEINBERG List of Categories of T.D. Lee's Papers Volume 1 I. Weak Interactions II. Early Papers on Astrophysics and Hydrodynamics III. Statistical Mechanics IV. Polarons and Solitons Volume 2 V. Quantum Field Theory VI. Symmetry Principles Volume 3 VII. Discrete Physics VIII. Strong Interaction Models IX. Historical Papers X. Gravity (Continuum Theory) Contents (Volume 1)* Introduction (by G. Feinberg) ............................................................ xi Bibliography of T.D. Lee ................................................................. xv I. Weak Interactions Commentary ................................................................... .
At the opening of this volume, suffragists hoped to speed passage of a sixteenth amendment to the Constitution through the creation of Select Committees on Woman Suffrage in Congress. Congress did not vote on the amendment until January 1887. Then, in a matter of a week, suffragists were dealt two major blows: the Senate defeated the amendment and the Senate and House reached agreement on the Edmunds-Tucker Act, disenfranchising all women in the Territory of Utah.
Mumford is a well-known mathematician and winner of the Fields Medal, the highest honor available in mathematics Many of these papers are currently unavailable, and the correspondence with Grothendieck has never before been published
This third volume of the Selected Papers of Edward Shils brings together ten essays, three of which have never been published before and all the others of which have been completely revised and elaborated. They deal with the history of American and European sociology as an intellectual undertaking and as a means to the attainment of practical ends. Professor Shils's main themes are the influence of ethical and practical intentions on scholarly study in the social sciences, the autonomy of the intellectual tradition of sociology, and the significance of the institutional organization of sociological teaching and research.
This volume provides George Andrews' background commentary and comprehensive assessment of years of research and developments within the field of integer partitions.
In the course of his distinguished career of over 55 years, Kenneth S Pitzer published over 360 scientific papers. Included in this volume are 72 papers, selected for their historical importance and continuing significance. In early work, where spectroscopic data were incomplete or, later on, where the systems of interest were so complex that a deductive solution from molecular information was impractical, Pitzer interrelated molecular structural information, statistical methods and thermodynamic measurements to advance the understanding of molecular systems. This volume considers all three aspects and, by putting together selected papers, highlights the cohesiveness of certain advances through time and development. Several papers from journals not widely circulated can also be found in this selection of papers.
This book brings together in one volume the most important papers of Robert S. Mulliken, who was awarded the 1966 Nobel Prize in chemistry for his seminal work on chemical bonds and the electronic structures of molecules. The papers collected here range from suggestive to closely detailed analyses of various topics in the theory of spectra and electronic structure of diatomic and polyatomic molecules. Professor Mulliken has written introductory commentaries on each of the volume's seven parts. Included in the volume are essays of general as well as scientific interest; they are grouped under thematic headings. Part I contains those papers which are of historical significance. An autobiographical piece by Dr. Mulliken offers a glimpse of the many famous people whom he has known. Also reprinted is the text of his Nobel Prize acceptance speech. At the end is a list of his students and other co-workers, and a complete bibliography of his papers. Part II includes Mulliken's work on band spectra and chemistry as well as his research on the assignment of quantum numbers for electrons in molecules. Part III surveys the author's early work on the bonding power of electrons and the method of molecular orbitals. Included is a discussion of the structure and spectra of a number of important types of molecules. The papers in part IV focus on the intensities of electronic transitions in molecular spectra. This incorporates Mulliken's work on charge transfer and the halogen molecule spectra. The problems addressed in part V center on the spectra and structure of polyatomic molecules. Reprinted here is a report which Mulliken prepared on notation for polyatomic molecules. Part VI is devoted to the problem of hyperconjugation. These papers develop and apply the concept of hyperconjugation and explore its relation to the concept of conjugation. The last part offers some of the most important papers from the author's postwar publications. The central focus is on molecular orbital theory, the area in which Mulliken's Nobel-winning discoveries were made.
The SAA Series on International Arbitration contains the best graduation papers of all participants who successfully completed the post graduate studies in international arbitration of the SAA Swiss Arbitration Academy. The papers cover different aspects of international arbitration. The Swiss Arbitration Academy is a private institution founded and managed by the editors of this volume. Each year, the SAA offers and conducts an intensive and practical course in international arbitration. The training is designed for lawyers, in-house counsel, and other professionals interested in cutting edge international dispute resolution education. All participants who successfully complete the course, which includes the submission of the final paper, are awarded with the Certificate of Advanced Studies in Arbitration (CAS in Arbitration) and the Arbitration Practitioner title (ArbP).
In these selections readers are treated to a rare opportunity to see the world through the eyes of one of the twentieth century's most brilliant and sensitive scientists. Conceived by Chandrasekhar as a supplement to his Selected Papers, this volume begins with eight papers he wrote with Valeria Ferrari on the non-radial oscillations of stars. It then explores some of the themes addressed in Truth and Beauty, with meditations on the aesthetics of science and the world it examines. Highlights include: "The Series Paintings of Claude Monet and the Landscape of General Relativity," "The Perception of Beauty and the Pursuit of Science," "On Reading Newton's Principia at Age Past Eighty," and personal recollections of Indira Gandhi, Jawaharlal Nehru, and others. Selected Papers, Volume 7 paints a picture of Chandra's universe, filled with stars and galaxies, but with space for poetics, paintings, and politics. The late S. Chandrasekhar was best known for his discovery of the upper limit to the mass of a white dwarf star, for which he received the Nobel Prize in Physics in 1983. He was the author of many books, including The Mathematical Theory of Black Holes and, most recently, Newton's Principia for the Common Reader.