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| hungarian born mathematician paul: The Man Who Loved Only Numbers Paul Hoffman, 2024-05-07 A funny, marvelously readable portrait of one of the most brilliant and eccentric men in history. --The Seattle Times Paul Erdos was an amazing and prolific mathematician whose life as a world-wandering numerical nomad was legendary. He published almost 1500 scholarly papers before his death in 1996, and he probably thought more about math problems than anyone in history. Like a traveling salesman offering his thoughts as wares, Erdos would show up on the doorstep of one mathematician or another and announce, My brain is open. After working through a problem, he'd move on to the next place, the next solution. Hoffman's book, like Sylvia Nasar's biography of John Nash, A Beautiful Mind, reveals a genius's life that transcended the merely quirky. But Erdos's brand of madness was joyful, unlike Nash's despairing schizophrenia. Erdos never tried to dilute his obsessive passion for numbers with ordinary emotional interactions, thus avoiding hurting the people around him, as Nash did. Oliver Sacks writes of Erdos: A mathematical genius of the first order, Paul Erdos was totally obsessed with his subject--he thought and wrote mathematics for nineteen hours a day until the day he died. He traveled constantly, living out of a plastic bag, and had no interest in food, sex, companionship, art--all that is usually indispensable to a human life. The Man Who Loved Only Numbers is easy to love, despite his strangeness. It's hard not to have affection for someone who referred to children as epsilons, from the Greek letter used to represent small quantities in mathematics; a man whose epitaph for himself read, Finally I am becoming stupider no more; and whose only really necessary tool to do his work was a quiet and open mind. Hoffman, who followed and spoke with Erdos over the last 10 years of his life, introduces us to an undeniably odd, yet pure and joyful, man who loved numbers more than he loved God--whom he referred to as SF, for Supreme Fascist. He was often misunderstood, and he certainly annoyed people sometimes, but Paul Erdos is no doubt missed. --Therese Littleton |
| hungarian born mathematician paul: My Brain is Open Bruce Schechter, 2000-02-28 Traces the eccentric life of legendary mathematician Paul Erdos, a wandering genius who fled his native Hungary during the Holocaust and helped devise the mathematical basis of computer science. |
| hungarian born mathematician paul: Scientists Under Surveillance Jpat Brown, B. C. D. Lipton, Michael Morisy, 2019-03-12 Cold War–era FBI files on famous scientists, including Neil Armstrong, Isaac Asimov, Albert Einstein, Richard Feynman, Alfred Kinsey, and Timothy Leary. Armed with ignorance, misinformation, and unfounded suspicions, the FBI under J. Edgar Hoover cast a suspicious eye on scientists in disciplines ranging from physics to sex research. If the Bureau surveilled writers because of what they believed (as documented in Writers Under Surveillance), it surveilled scientists because of what they knew. Such scientific ideals as the free exchange of information seemed dangerous when the Soviet Union and the United States regarded each other with mutual suspicion that seemed likely to lead to mutual destruction. Scientists Under Surveillance gathers FBI files on some of the most famous scientists in America, reproducing them in their original typewritten, teletyped, hand-annotated form. Readers learn that Isaac Asimov, at the time a professor at Boston University's School of Medicine, was a prime suspect in the hunt for a Soviet informant codenamed ROBPROF (the rationale perhaps being that he wrote about robots and was a professor). Richard Feynman had a “hefty” FBI file, some of which was based on documents agents found when going through the Soviet ambassador's trash (an invitation to a physics conference in Moscow); other documents in Feynman's file cite an informant who called him a “master of deception” (the informant may have been Feynman's ex-wife). And the Bureau's relationship with Alfred Kinsey, the author of The Kinsey Report, was mutually beneficial, with each drawing on the other's data. The files collected in Scientists Under Surveillance were obtained through Freedom of Information Act requests by MuckRock, a nonprofit engaged in the ongoing project of freeing American history from the locked filing cabinets of government agencies. The Scientists Neil Armstrong, Isaac Asimov, Hans Bethe, John P. Craven, Albert Einstein, Paul Erdos, Richard Feynman, Mikhail Kalashnikov, Alfred Kinsey, Timothy Leary, William Masters, Arthur Rosenfeld, Vera Rubin, Carl Sagan, Nikola Tesla |
| hungarian born mathematician paul: The Mathematician's Brain David Ruelle, 2018-06-26 The Mathematician's Brain poses a provocative question about the world's most brilliant yet eccentric mathematical minds: were they brilliant because of their eccentricities or in spite of them? In this thought-provoking and entertaining book, David Ruelle, the well-known mathematical physicist who helped create chaos theory, gives us a rare insider's account of the celebrated mathematicians he has known-their quirks, oddities, personal tragedies, bad behavior, descents into madness, tragic ends, and the sublime, inexpressible beauty of their most breathtaking mathematical discoveries. Consider the case of British mathematician Alan Turing. Credited with cracking the German Enigma code during World War II and conceiving of the modern computer, he was convicted of gross indecency for a homosexual affair and died in 1954 after eating a cyanide-laced apple--his death was ruled a suicide, though rumors of assassination still linger. Ruelle holds nothing back in his revealing and deeply personal reflections on Turing and other fellow mathematicians, including Alexander Grothendieck, René Thom, Bernhard Riemann, and Felix Klein. But this book is more than a mathematical tell-all. Each chapter examines an important mathematical idea and the visionary minds behind it. Ruelle meaningfully explores the philosophical issues raised by each, offering insights into the truly unique and creative ways mathematicians think and showing how the mathematical setting is most favorable for asking philosophical questions about meaning, beauty, and the nature of reality. The Mathematician's Brain takes you inside the world--and heads--of mathematicians. It's a journey you won't soon forget. |
| hungarian born mathematician paul: The Martians of Science István Hargittai, 2008 Hargittai tells the story of five remarkable Hungarians: Wigner won a Nobel Prize in theoretical physics; Szilard was the first to see that a chain reaction based on neutrons was possible, initiated the Manhattan Project, but left physics to try to restrict nuclear arms; von Neumann could solve difficult problems in his head and developed the modern computer for more complex problems; von Kármán became the first director of NASA's Jet Propulsion Laboratory, providing the scientific basis for the U.S. Air Force; and Teller was the father of the hydrogen bomb, whose name is now synonymous with the controversial Star Wars initiative of the 1980s. |
| hungarian born mathematician paul: Naive Set Theory Paul Halmos, 2019-06 Written by a prominent analyst Paul. R. Halmos, this book is the most famous, popular, and widely used textbook in the subject. The book is readable for its conciseness and clear explanation. This emended edition is with completely new typesetting and corrections. Asymmetry of the book cover is due to a formal display problem. Actual books are printed symmetrically. Please look at the paperback edition for the correct image. The free PDF file available on the publisher's website www.bowwowpress.org |
| hungarian born mathematician paul: The Math Book Clifford A. Pickover, 2011-09-27 Math’s infinite mysteries and beauty unfold in this follow-up to the best-selling The Science Book. Beginning millions of years ago with ancient “ant odometers” and moving through time to our modern-day quest for new dimensions, it covers 250 milestones in mathematical history. Among the numerous delights readers will learn about as they dip into this inviting anthology: cicada-generated prime numbers, magic squares from centuries ago, the discovery of pi and calculus, and the butterfly effect. Each topic gets a lavishly illustrated spread with stunning color art, along with formulas and concepts, fascinating facts about scientists’ lives, and real-world applications of the theorems. |
| hungarian born mathematician paul: The Computer and the Brain John Von Neumann, 2000-01-01 This book represents the views of one of the greatest mathematicians of the twentieth century on the analogies between computing machines and the living human brain. John von Neumann concludes that the brain operates in part digitally, in part analogically, but uses a peculiar statistical language unlike that employed in the operation of man-made computers. This edition includes a new foreword by two eminent figures in the fields of philosophy, neuroscience, and consciousness. |
| hungarian born mathematician paul: A Passion for Mathematics Clifford A. Pickover, 2011-02-25 A Passion for Mathematics is an educational, entertaining trip through the curiosities of the math world, blending an eclectic mix of history, biography, philosophy, number theory, geometry, probability, huge numbers, and mind-bending problems into a delightfully compelling collection that is sure to please math buffs, students, and experienced mathematicians alike. In each chapter, Clifford Pickover provides factoids, anecdotes, definitions, quotations, and captivating challenges that range from fun, quirky puzzles to insanely difficult problems. Readers will encounter mad mathematicians, strange number sequences, obstinate numbers, curious constants, magic squares, fractal geese, monkeys typing Hamlet, infinity, and much, much more. A Passion for Mathematics will feed readers’ fascination while giving them problem-solving skills a great workout! |
| hungarian born mathematician paul: Matroids: A Geometric Introduction Gary Gordon, Jennifer McNulty, 2012-08-02 This friendly introduction helps undergraduate students understand and appreciate matroid theory and its connections to geometry. |
| hungarian born mathematician paul: Problem Based Journey From Elementary Number Theory To An Introduction To Matrix Theory, A: The President Problems Abraham Berman, 2021-10-18 The book is based on lecture notes of a course 'from elementary number theory to an introduction to matrix theory' given at the Technion to gifted high school students. It is problem based, and covers topics in undergraduate mathematics that can be introduced in high school through solving challenging problems. These topics include Number theory, Set Theory, Group Theory, Matrix Theory, and applications to cryptography and search engines. |
| hungarian born mathematician paul: Basics of Ramsey Theory Veselin Jungić, 2023-06-09 Basics of Ramsey Theory serves as a gentle introduction to Ramsey theory for students interested in becoming familiar with a dynamic segment of contemporary mathematics that combines ideas from number theory and combinatorics. The core of the of the book consists of discussions and proofs of the results now universally known as Ramsey’s theorem, van der Waerden’s theorem, Schur’s theorem, Rado’s theorem, the Hales–Jewett theorem, and the Happy End Problem of Erdős and Szekeres. The aim is to present these in a manner that will be challenging but enjoyable, and broadly accessible to anyone with a genuine interest in mathematics. Features Suitable for any undergraduate student who has successfully completed the standard calculus sequence of courses and a standard first (or second) year linear algebra course Filled with visual proofs of fundamental theorems Contains numerous exercises (with their solutions) accessible to undergraduate students Serves as both a textbook or as a supplementary text in an elective course in combinatorics and aimed at a diverse group of students interested in mathematics |
| hungarian born mathematician paul: Proofs from THE BOOK Martin Aigner, Günter M. Ziegler, 2013-04-17 The (mathematical) heroes of this book are perfect proofs: brilliant ideas, clever connections and wonderful observations that bring new insight and surprising perspectives on basic and challenging problems from Number Theory, Geometry, Analysis, Combinatorics, and Graph Theory. Thirty beautiful examples are presented here. They are candidates for The Book in which God records the perfect proofs - according to the late Paul Erdös, who himself suggested many of the topics in this collection. The result is a book which will be fun for everybody with an interest in mathematics, requiring only a very modest (undergraduate) mathematical background. For this revised and expanded second edition several chapters have been revised and expanded, and three new chapters have been added. |
| hungarian born mathematician paul: The Man from the Future Ananyo Bhattacharya, 2022-02-22 An electrifying biography of one of the most extraordinary scientists of the twentieth century and the world he made. The smartphones in our pockets and computers like brains. The vagaries of game theory and evolutionary biology. Nuclear weapons and self-replicating spacecrafts. All bear the fingerprints of one remarkable, yet largely overlooked, man: John von Neumann. Born in Budapest at the turn of the century, von Neumann is one of the most influential scientists to have ever lived. A child prodigy, he mastered calculus by the age of eight, and in high school made lasting contributions to mathematics. In Germany, where he helped lay the foundations of quantum mechanics, and later at Princeton, von Neumann’s colleagues believed he had the fastest brain on the planet—bar none. He was instrumental in the Manhattan Project and the design of the atom bomb; he helped formulate the bedrock of Cold War geopolitics and modern economic theory; he created the first ever programmable digital computer; he prophesized the potential of nanotechnology; and, from his deathbed, he expounded on the limits of brains and computers—and how they might be overcome. Taking us on an astonishing journey, Ananyo Bhattacharya explores how a combination of genius and unique historical circumstance allowed a single man to sweep through a stunningly diverse array of fields, sparking revolutions wherever he went. The Man from the Future is an insightful and thrilling intellectual biography of the visionary thinker who shaped our century. |
| hungarian born mathematician paul: The Mathematics of Paul Erdős II Ronald L. Graham, Jaroslav Nešetřil, Steve Butler, 2013-08-04 This is the most comprehensive survey of the mathematical life of the legendary Paul Erdős (1913-1996), one of the most versatile and prolific mathematicians of our time. For the first time, all the main areas of Erdős' research are covered in a single project. Because of overwhelming response from the mathematical community, the project now occupies over 1000 pages, arranged into two volumes. These volumes contain both high level research articles as well as key articles that survey some of the cornerstones of Erdős' work, each written by a leading world specialist in the field. A special chapter Early Days, rare photographs, and art related to Erdős complement this striking collection. A unique contribution is the bibliography on Erdős' publications: the most comprehensive ever published. This new edition, dedicated to the 100th anniversary of Paul Erdős' birth, contains updates on many of the articles from the two volumes of the first edition, several new articles from prominent mathematicians, a new introduction, and more biographical information about Paul Erdős with an updated list of publications. The second volume contains chapters on graph theory and combinatorics, extremal and Ramsey theory, and a section on infinity that covers Erdős' research on set theory. All of these chapters are essentially updated, particularly the extremal theory chapter that contains a survey of flag algebras, a new technique for solving extremal problems. |
| hungarian born mathematician paul: Journey into Discrete Mathematics Owen D. Byer, Deirdre L. Smeltzer, Kenneth L. Wantz, 2018-11-13 Journey into Discrete Mathematics is designed for use in a first course in mathematical abstraction for early-career undergraduate mathematics majors. The important ideas of discrete mathematics are included—logic, sets, proof writing, relations, counting, number theory, and graph theory—in a manner that promotes development of a mathematical mindset and prepares students for further study. While the treatment is designed to prepare the student reader for the mathematics major, the book remains attractive and appealing to students of computer science and other problem-solving disciplines. The exposition is exquisite and engaging and features detailed descriptions of the thought processes that one might follow to attack the problems of mathematics. The problems are appealing and vary widely in depth and difficulty. Careful design of the book helps the student reader learn to think like a mathematician through the exposition and the problems provided. Several of the core topics, including counting, number theory, and graph theory, are visited twice: once in an introductory manner and then again in a later chapter with more advanced concepts and with a deeper perspective. Owen D. Byer and Deirdre L. Smeltzer are both Professors of Mathematics at Eastern Mennonite University. Kenneth L. Wantz is Professor of Mathematics at Regent University. Collectively the authors have specialized expertise and research publications ranging widely over discrete mathematics and have over fifty semesters of combined experience in teaching this subject. |
| hungarian born mathematician paul: Prisoner's Dilemma William Poundstone, 1993-01-01 A masterful work of science writing that’s both a fascinating biography of von Neumann, the Hungarian exile whose mathematical theories were building blocks for the A-bomb and the digital computer, and a brilliant social history of game theory and its role in the Cold War and nuclear arms race (San Francisco Chronicle). Should you watch public television without pledging?...Exceed the posted speed limit?...Hop a subway turnstile without paying? These questions illustrate the so-called prisoner's dilemma, a social puzzle that we all face every day. Though the answers may seem simple, their profound implications make the prisoner's dilemma one of the great unifying concepts of science. Watching players bluff in a poker game inspired John von Neumann—father of the modern computer and one of the sharpest minds of the century—to construct game theory, a mathematical study of conflict and deception. Game theory was readily embraced at the RAND Corporation, the archetypical think tank charged with formulating military strategy for the atomic age, and in 1950 two RAND scientists made a momentous discovery. Called the prisoner's dilemma, it is a disturbing and mind-bending game where two or more people may betray the common good for individual gain. Introduced shortly after the Soviet Union acquired the atomic bomb, the prisoner's dilemma quickly became a popular allegory of the nuclear arms race. Intellectuals such as von Neumann and Bertrand Russell joined military and political leaders in rallying to the preventive war movement, which advocated a nuclear first strike against the Soviet Union. Though the Truman administration rejected preventive war the United States entered into an arms race with the Soviets and game theory developed into a controversial tool of public policy—alternately accused of justifying arms races and touted as the only hope of preventing them. Prisoner's Dilemma is the incisive story of a revolutionary idea that has been hailed as a landmark of twentieth-century thought. |
| hungarian born mathematician paul: Transition to Advanced Mathematics Danilo R. Diedrichs, Stephen Lovett, 2022-05-22 This unique and contemporary text not only offers an introduction to proofs with a view towards algebra and analysis, a standard fare for a transition course, but also presents practical skills for upper-level mathematics coursework and exposes undergraduate students to the context and culture of contemporary mathematics. The authors implement the practice recommended by the Committee on the Undergraduate Program in Mathematics (CUPM) curriculum guide, that a modern mathematics program should include cognitive goals and offer a broad perspective of the discipline. Part I offers: An introduction to logic and set theory. Proof methods as a vehicle leading to topics useful for analysis, topology, algebra, and probability. Many illustrated examples, often drawing on what students already know, that minimize conversation about doing proofs. An appendix that provides an annotated rubric with feedback codes for assessing proof writing. Part II presents the context and culture aspects of the transition experience, including: 21st century mathematics, including the current mathematical culture, vocations, and careers. History and philosophical issues in mathematics. Approaching, reading, and learning from journal articles and other primary sources. Mathematical writing and typesetting in LaTeX. Together, these Parts provide a complete introduction to modern mathematics, both in content and practice. Table of Contents Part I - Introduction to Proofs Logic and Sets Arguments and Proofs Functions Properties of the Integers Counting and Combinatorial Arguments Relations Part II - Culture, History, Reading, and Writing Mathematical Culture, Vocation, and Careers History and Philosophy of Mathematics Reading and Researching Mathematics Writing and Presenting Mathematics Appendix A. Rubric for Assessing Proofs Appendix B. Index of Theorems and Definitions from Calculus and Linear Algebra Bibliography Index Biographies Danilo R. Diedrichs is an Associate Professor of Mathematics at Wheaton College in Illinois. Raised and educated in Switzerland, he holds a PhD in applied mathematical and computational sciences from the University of Iowa, as well as a master’s degree in civil engineering from the Ecole Polytechnique Fédérale in Lausanne, Switzerland. His research interests are in dynamical systems modeling applied to biology, ecology, and epidemiology. Stephen Lovett is a Professor of Mathematics at Wheaton College in Illinois. He holds a PhD in representation theory from Northeastern University. His other books include Abstract Algebra: Structures and Applications (2015), Differential Geometry of Curves and Surfaces, with Tom Banchoff (2016), and Differential Geometry of Manifolds (2019). |
| hungarian born mathematician paul: Mathematical Communities in the Reconstruction After the Great War 1918–1928 Laurent Mazliak, Rossana Tazzioli, 2021-03-27 This book is a consequence of the international meeting organized in Marseilles in November 2018 devoted to the aftermath of the Great War for mathematical communities. It features selected original research presented at the meeting offering a new perspective on a period, the 1920s, not extensively considered by historiography. After 1918, new countries were created, and borders of several others were modified. Territories were annexed while some countries lost entire regions. These territorial changes bear witness to the massive and varied upheavals with which European societies were confronted in the aftermath of the Great War. The reconfiguration of political Europe was accompanied by new alliances and a redistribution of trade – commercial, intellectual, artistic, military, and so on – which largely shaped international life during the interwar period. These changes also had an enormous impact on scientific life, not only in practice, but also in its organization and communication strategies. The mathematical sciences, which from the late 19th century to the 1920s experienced a deep disciplinary evolution, were thus facing a double movement, internal and external, which led to a sustainable restructuring of research and teaching. Concomitantly, various areas such as topology, functional analysis, abstract algebra, logic or probability, among others, experienced exceptional development. This was accompanied by an explosion of new international or national associations of mathematicians with for instance the founding, in 1918, of the International Mathematical Union and the controversial creation of the International Research Council. Therefore, the central idea for the articulation of the various chapters of the book is to present case studies illustrating how in the aftermath of the war, many mathematicians had to organize their personal trajectories taking into account the evolution of the political, social and scientific environment which had taken place at the end of the conflict. |
| hungarian born mathematician paul: The Britannica Guide to The History of Mathematics Britannica Educational Publishing, 2010-04-01 The field of mathematics today represents an ongoing global effort, spanning both countries and centuries. Through this in-depth narrative, students will learn how major mathematical concepts were first derived, as well as how they evolved with the advent of later thinkers shedding new light on various applications. Everything from Euclidean geometry to the philosophy of mathematics is illuminated as readers are transported to the ancient civilizations of Mesopotamia, Egypt, and beyond to discover the history of mathematical thought |
| hungarian born mathematician paul: The Devotion of Suspect X Keigo Higashino, 2011-02-01 Now a major motion picture on Netflix, Jaane Jaan This e-book now includes preview chapters from Higashino's newest mystery, SALVATION OF A SAINT. Yasuko Hanaoka is a divorced, single mother who thought she had finally escaped her abusive ex-husband Togashi. When he shows up one day to extort money from her, threatening both her and her teenaged daughter Misato, the situation quickly escalates into violence and Togashi ends up dead on her apartment floor. Overhearing the commotion, Yasuko's next door neighbor, middle-aged high school mathematics teacher Ishigami, offers his help, disposing not only of the body but plotting the cover-up step-by-step. When the body turns up and is identified, Detective Kusanagi draws the case and Yasuko comes under suspicion. Kusanagi is unable to find any obvious holes in Yasuko's manufactured alibi and yet is still sure that there's something wrong. Kusanagi brings in Dr. Manabu Yukawa, a physicist and college friend who frequently consults with the police. Yukawa, known to the police by the nickname Professor Galileo, went to college with Ishigami. After meeting up with him again, Yukawa is convinced that Ishigami had something to do with the murder. What ensues is a high level battle of wits, as Ishigami tries to protect Yasuko by outmaneuvering and outthinking Yukawa, who faces his most clever and determined opponent yet. |
| hungarian born mathematician paul: A Cultural History of Physics Károly Simonyi, 2025-02-28 While the physical sciences are a continuously evolving source of technology and of understanding about our world, they have become so specialized and rely on so much prerequisite knowledge that for many people today the divide between the sciences and the humanities seems even greater than it was when C. P. Snow delivered his famous 1959 lecture, The Two Cultures. In A Cultural History of Physics, Hungarian scientist and educator Károly Simonyi succeeds in bridging this chasm by describing the experimental methods and theoretical interpretations that created scientific knowledge, from ancient times to the present day, within the cultural environment in which it was formed. Unlike any other work of its kind, Simonyi’s seminal opus explores the interplay of science and the humanities to convey the wonder and excitement of scientific development throughout the ages. These pages contain an abundance of excerpts from original resources, a wide array of clear and straightforward explanations, and an astonishing wealth of insight, revealing the historical progress of science and inviting readers into a dialogue with the great scientific minds that shaped our current understanding of physics. Beautifully illustrated, accurate in its scientific content and broad in its historical and cultural perspective, this book will be a valuable reference for scholars and an inspiration to aspiring scientists and humanists who believe that science is an integral part of our culture. |
| hungarian born mathematician paul: The Science of Science Dashun Wang, Albert-László Barabási, 2021-03-25 This is the first comprehensive overview of the 'science of science,' an emerging interdisciplinary field that relies on big data to unveil the reproducible patterns that govern individual scientific careers and the workings of science. It explores the roots of scientific impact, the role of productivity and creativity, when and what kind of collaborations are effective, the impact of failure and success in a scientific career, and what metrics can tell us about the fundamental workings of science. The book relies on data to draw actionable insights, which can be applied by individuals to further their career or decision makers to enhance the role of science in society. With anecdotes and detailed, easy-to-follow explanations of the research, this book is accessible to all scientists and graduate students, policymakers, and administrators with an interest in the wider scientific enterprise. |
| hungarian born mathematician paul: The History of Mathematics Nicholas Faulkner, Erik Gregersen, 2017-12-15 This intriguing volume introduces readers to the origins of the mathematical principles they study every day. It covers a wide range of disciplines outlined in curriculum standards and serves as an illuminating companion to their current studies. Readers will learn about the brilliant minds behind some of the breakthroughs in mathematics. They will also enjoy the origin stories of the different disciplines in the field we're so familiar with today. The study of math should go beyond numbers, and this book certainly accomplishes that by giving readers insight into how mathematics came to be. |
| hungarian born mathematician paul: The Man Who Loved Only Numbers Paul Hoffman, 1999-05-12 Based on a National Magazine Award-winning article, this masterful biography of Hungarian-born Paul Erdos is both a vivid portrait of an eccentric genius and a layman's guide to some of this century's most startling mathematical discoveries. |
| hungarian born mathematician paul: Wisdom of the Martians of Science Istvan E. T. Al HARGITTAI, 2015-12-10 Wisdom of the Martians of Science refers to five scientists whose brilliance contributed to shaping the modern world. John von Neumann was a pioneer of the modern computer; Theodore von Kármán was the scientist behind the US Air Force; Leo Szilard initiated the development of nuclear weapons; the Nobel laureate Eugene P Wigner was the world's first nuclear engineer; and Edward Teller was the father of the hydrogen bomb. They were born and raised in Budapest, were forced out of Hungary and then from Germany, they became Americans, and devoted themselves to the defense of the United States and the Free World. They contributed significant discoveries to fundamental science ranging from the properties of materials to the application of the symmetry principle in physics, to creating information theory, to game theory. The areas in which we can learn about their wisdom include applications of science to past, present and future real-world needs; defense; education; environment; human nature; humor; politics; religion; weather modification, and others. This book shows the wisdom of the Martians by presenting their thoughts and ideas in their own words and placing them into context. Their wisdom is intriguing, witty, provocative and thought provoking. It extended over many aspects of life and culture that impinge on our existence. While we cannot always agree with what they say, they are never boring. The power of their words and their philosophies will inspire the readers to pursue their own dreams.-- |
| hungarian born mathematician paul: Illustrious Immigrants: The Intellectual Migration from Europe, 1930-41 Laura Fermi, 2021-10-09 “Migration from Europe has occurred without interruption since the time America was discovered. There have always been some intellectuals, educated abroad, whose presence and work enriched our culture. Laura Fermi, however, analyzes a new and unique phenomenon in the history of immigration, the wave of intellectuals from continental Europe that from 1930 to 1941 brought to these shores well over 20,000 professional refugees. Most immigrant intellectuals were pushed out of the European continent by the dictatorships of that period; they were ‘the men and women who came to America fully made, with their Ph.D.’s or diplomas from art academies or music conservatories in their pocket, and who continue to engage in intellectual pursuits in this country.’ Among them we find Franz Alexander, Bruno Bettelheim, Enrico Fermi, Hannah Arendt, Albert Einstein, Igor Stravinsky, John von Neumann, Paul Tillich and a long sequence of Nobel Prize winners and exceptional scholars. Their contribution to American life continues to the present. Working with a sample of about 1,900 names and relying on personal contacts, interviews, memoirs, newspaper accounts, obituaries, and similar sources, Mrs. Fermi succeeds in conveying the significance of the intellectual immigration and the areas of its impact on America. She describes the personal trials and the successes of these persons caught up in the web of persecution and peregrinations leading to higher institutions of learning in the United States... the delightful style of the book, the new light it throws on the period studied from a participant observer’s position, and the insight it brings forth concerning the mutual enrichment of American and European intellectual communities make it enjoyable and instructive reading.” — Silvano M. Tomasi, The International Migration Review “Illustrious Immigrants is an honest and informative book; it is well-organized, well-informed, well-balanced... crammed with information, with illuminating anecdotes, often moving incidents and revealing statistics.” — Peter Gay, The New York Times “[R]ich in personal anecdote and communication which make delightful reading... in so many ways a splendid and useful book, tackling with imagination, industry, and a rare combination of personal concern and emotional detachment a subject that would frighten — indeed thus far has frightened — professional social historians by its magnitude and complexity.” — Alice Kimball Smith, Science “[Laura Fermi has] made an effort to bring together materials that exist nowhere else and to juxtapose them so as to reveal patterns that would otherwise be invisible. For this, we should be grateful... Mrs Fermi’s work is earnest and responsible.” — Harriet Zuckerman, Physics Today “[Laura Fermi is] an immensely knowledgeable, discerning, and unpretentious guide to the influx [of the intellectual migration from Fascist Europe], as well as a personal example of its lustrous quality... this engaging book... will prove to be indispensable to all students of transatlantic interactions.” — Cushing Strout, The Annals of the American Academy of Political and Social Science “This is an optimistic book, a contribution to a singular chapter in the history of American science and learning.” — Philip Morrison, Scientific American |
| hungarian born mathematician paul: Introduction to Hilbert Space and the Theory of Spectral Multiplicity Paul R. Halmos, 1998 A clear, readable introductory treatment of Hilbert Space. The multiplicity theory of continuous spectra is treated, for the first time in English, in full generality. |
| hungarian born mathematician paul: Art in the Life of Mathematicians Anna Kepes Szemerédi, 2015-06-22 Why are mathematicians drawn to art? How do they perceive it? What motivates them to pursue excellence in music or painting? Do they view their art as a conveyance for their mathematics or an escape from it? What are the similarities between mathematical talent and creativity and their artistic equivalents? What are the differences? Can a theatrical play or a visual image capture the beauty and excitement of mathematics? Some of the world's top mathematicians are also accomplished artists: musicians, photographers, painters, dancers, writers, filmmakers. In this volume, they share some of their work and reflect on the roles that mathematics and art have played in their lives. They write about creativity, communication, making connections, negotiating successes and failures, and navigating the vastly different professional worlds of art and mathematics. |
| hungarian born mathematician paul: Rabi: Scientist & Citizen John Rigden, 2019-08-15 “Rabi’s voice comes through vividly and forcefully. This is a work of great inspiration.” — Aage Bohr, Professor of Physics, Niels Bohr Institute, Copenhagen, Denmark “This excellent work is the first full biography of Professor Rabi, the scientist who epitomizes the passing of the torch of physics from Europe to the United States almost a half-century ago. As I read this biography it was almost as if Rabi himself were retelling these events so that all can share his memories of those exciting and important years and benefit from his experience and wisdom.” — Rosalyn S. Yalow, Nobel Laureate in Medicine “A delightful book about a delightful man. Rabi always found a simpler way to do any given experiment, and this made him a great physicist. He has now become a sage who has given the most useful advice to all his colleagues.” — Hans A. Bethe, Nobel Laureate in Physics and Professor Emeritus of Physics, Cornell University “A steadily fascinating account of an exemplary life. Rigden gives the lay reader a clear idea of what the physicist is seeing, what leads him to such strange thoughts. His account of ‘The Matter of J. Robert Oppenheimer’ gives more useful information in a few pages than I could find in the near thousand-page transcript of the hearings.” —Howard Nemerov, Pulitzer Prize-winning Poet and Professor of English, Washington University “An admirable biography, the best possible replacement for the memoirs that Rabi never found time to write.” McGeorge Bundy, Professor of History, New York University “The twentieth century [was] a time of high adventure in physics. It is no wonder that Rabi, with his ebullience and complex genius and wisdom found his profession ‘wonderful.’ As Rigden demonstrates in this complete and very good book, physics was wonderful for Rabi and Rabi was wonderful for physics.” — R. R. Wilson, Science “The growth, in this century, of the American physics community — in size, stature, and influence — is certainly a historical development with deep roots and profound implications. John Rigden’s Rabi: Scientist and Citizen is a fascinating treatment of that subject as reflected in the career and person of Isidor I. Rabi... The [book] sets forth in coherent and sometimes passionate prose an impressive account of I. I. Rabi’s self-image and vision, a vision shared by an important group of physicist colleagues... an engaging personal portrait.” — Allan A. Needell, Isis: A Journal of the History of Science “A real tour de force and a pleasure to read.” — John G. King, Physics Today “Rabi’s life was remarkable, full of incident, vision and action, including war, hot and cold. The biography is a masterpiece, rich in anecdote and never losing the narrative drive.” — New Scientist “Nobel prize-winning physicist I. I. Rabi was described by journalist Daniel Greenberg in 1967 as the éminence grise of America’s scientific establishment. During the Second World War he was in charge of radar research as an associate director of the MIT Radiation Laboratory and was a senior consultant for Los Alamos Scientific Laboratory. After the war he helped to establish the Brookhaven National Laboratory; he sat on the General Advisory Committee (GAC) of the Atomic Energy Commission, eventually succeeding Oppenheimer as chairman; under Eisenhower he was an architect of the president’s Science Advisory Committee. As an elder statesman in the American Cold War scientific community, he was concerned to solidify both the political and the cultural power of science. John S. Rigden’s biography of Rabi, now reissued with a new preface by the author, emphasizes Rabi’s view of science as properly not just a source of technological and military strength, but as ‘the center of culture’.” — Charles Thorpe, British Journal for the History of Science “Rigden, physicist and editor of the American Journal of Physics, has created an intimate portrait of this Titan of 20th century science... The book takes the reader into a world where powerful physical forces and powerful political forces come together to shape our century.” — Bulletin of Science, Technology & Society “[A] satisfying, sympathetic portrait of a modest, brilliant scientist who regards his calling as ‘sacred,’ a religious exploration of ‘one God,’ the God being nature. Readers will treasure equally the story of Rabi’s molecular-beam experiments which earned him the Nobel Prize in 1944 and a gallery of revealing glimpses of his scientist friends, chief among them J. Robert Oppenheimer.” — Publishers Weekly “I. I. Rabi is one of this country’s most distinguished physicists... his life has encompassed all of this century and the revolution in physics that it produced... an interesting story, ably told by John S. Rigden, a physicist at the University of Missouri-St. Louis.” — Lee Dembart, Los Angeles Times |
| hungarian born mathematician paul: The Penguin Book of More Canadian Jokes John Robert Colombo, 2003 All vital matters are up for ridicule in The Penguin Book of More Canadian Jokes, master gatherer John Robert Colombo's companion to the popular The Penguin Book of Canadian Jokes. In this second hilarious collection of jokes, riddles, puns, anecdotes, and lore, you'll find popular pokes at all things Canadian, including politics, multiculturalism, small-town life, sexual habits, our favourite national pastime -- weather watching -- and much more. This assortment is a rich, tickle-me addition to our national inventory of wit. The added kicker is the appendix of two dozen ripe classics: the jokes and anecdotes that -- though weathered -- have laughed us through the ages. Book jacket. |
| hungarian born mathematician paul: Mathematicians in Love Rudy Rucker, 2008-07-08 A riveting new science fiction novel from the writer who twice won the Philip K. Dick Award for best SF novel.Bela and Paul, two wild young mathematicians, are friends and roommates, and in love with the same woman, who happens to be Alma, Bela's girlfriend. They fight it out by changing reality using cutting edge math, to change who gets the girl. The contemporary world they live in is not quite this one, but much like Berkeley, California, and the two graduate students are trying to finish their degrees and get jobs. It doesn't help that their unpredictable advisor Roland is a mad mathematical genius who has figured out a way to predict isolated and specific bits of the future that can cause a lot of trouble. . .and he's starting to see monsters in mirrors. Bela and Paul start to mess around with reality, and when that happens, all heaven and hell break loose. Those monsters of Roland's were really there, but who are they? This novel is a romantic comedy with a whole corkscrew of SF twists. At the publisher's request, this title is being sold without Digital Rights Management software (DRM) applied. |
| hungarian born mathematician paul: A Life of Magic Chemistry George A. Olah, 2015-04-15 The autobiography of a Nobel Prize winner, this book tells us about George Olah's fascinating research into extremely strong superacids and how it yielded the common term magic acids. Olah guides us through his long and remarkable journey, from Budapest to Cleveland to Los Angeles, with a stopover in Stockholm. This updated autobiography of a Nobel Prize winner George A. Olah: Chronicles the distinguished career of a chemist whose work in a broad range of chemistry areas, and most notably that in methane chemistry, led to technologies that impact the processing and utility of alternative fuels Is based on Olah's work on extremely strong superacids and how they yielded the common term, magic acids Details events since the publication of the first edition in 2000 Inspires readers with details on Dr. Olah's successful recent research on methanol, intended to help provide a solution to the oil problem |
| hungarian born mathematician paul: History of Shock Waves, Explosions and Impact Peter O. K. Krehl, 2008-09-24 This unique and encyclopedic reference work describes the evolution of the physics of modern shock wave and detonation from the earlier and classical percussion. The history of this complex process is first reviewed in a general survey. Subsequently, the subject is treated in more detail and the book is richly illustrated in the form of a picture gallery. This book is ideal for everyone professionally interested in shock wave phenomena. |
| hungarian born mathematician paul: Gaither's Dictionary of Scientific Quotations Carl C. Gaither, Alma E. Cavazos-Gaither, 2012-01-04 This unprecedented collection of 27,000 quotations is the most comprehensive and carefully researched of its kind, covering all fields of science and mathematics. With this vast compendium you can readily conceptualize and embrace the written images of scientists, laymen, politicians, novelists, playwrights, and poets about humankind's scientific achievements. Approximately 9000 high-quality entries have been added to this new edition to provide a rich selection of quotations for the student, the educator, and the scientist who would like to introduce a presentation with a relevant quotation that provides perspective and historical background on his subject. Gaither's Dictionary of Scientific Quotations, Second Edition, provides the finest reference source of science quotations for all audiences. The new edition adds greater depth to the number of quotations in the various thematic arrangements and also provides new thematic categories. |
| hungarian born mathematician paul: Combinatorial and Additive Number Theory II Melvyn B. Nathanson, 2018-01-13 Based on talks from the 2015 and 2016 Combinatorial and Additive Number Theory (CANT) workshops at the City University of New York, these proceedings offer 19 peer-reviewed and edited papers on current topics in number theory. Held every year since 2003, the workshop series surveys state-of-the-art open problems in combinatorial and additive number theory and related parts of mathematics. Sumsets, partitions, convex polytopes and discrete geometry, Ramsey theory, primality testing, and cryptography are among the topics featured in this volume. Each contribution is dedicated to a specific topic that reflects the latest results by experts in the field. Researchers and graduate students interested in the current progress in number theory will find this selection of articles relevant and compelling. |
| hungarian born mathematician paul: Measure and Integral John Srdjan Petrovic, 2025-01-27 This accessible introduction to the topic covers the theory of measure and integral, as introduced by Lebesgue and developed in the first half of the 20th century. It leads naturally to Banach spaces of functions and linear operators acting on them. This material in Measure and Integral: Theory and Practice is typically covered in a graduate course and is almost always treated in an abstract way, with little or no motivation. The author employs a plethora of examples and exercises and strives to motivate every concept with its historical background. This textbook is accessible to a wider range of students, including at the undergraduate level. A major problem facing anyone teaching measure theory is how to combine the elementary approach (measure on the real line or in the plane) and the abstract measure theory. The author develops a theory of measure in the plane, then shows how to generalize these ideas to an abstract setting. The result is a textbook accessible to a wider range of students. The material requires a good understanding of topics often referred to as advanced calculus, such as Riemann integration on Euclidean spaces and series of functions. Also, a reader is expected to be proficient in the basics of set theory and point-set topology, preferably including metric spaces. |
| hungarian born mathematician paul: The Quotable Atheist Jack Huberman, 2008-03-03 Surprisingly, no book of quotations on God and religion by atheists and agnostics exists. Luckily, for the millions of American nonbelievers who have quietly stewed for years as the religious right made gains in politics and culture, the wait is over. Bestselling author Jack Huberman's zeitgeist sense has honed into the backlash building against religious fundamentalism and collected a veritable treasure trove of quotes by philosophers, scientists, poets, writers, artists, entertainers, and political figures. His colorful cast of atheists includes Karen Armstrong, Lance Armstrong, Jules Feiffer, Federico Fellini, H. L. Mencken, Ian McKellen, Isaac Singer, Jonathan Swift, Ludwig Wittgenstein, Virginia Woolf and the Marquis de Sade. |
| hungarian born mathematician paul: Mathematical Apocrypha Redux: More Stories and Anecdotes of Mathematicians and the Mathematical Steven G. Krantz, 2019-11-25 A companion to Mathematical Apocrypha (published in 2002) this second volume of anecdotes, stories, quips, and ruminations about mathematics and mathematicians is sure to please. It differs from other books of its type in that many of the stories are from the twentieth century and many about currently living mathematicians. A number of the best stories come from the author's first-hand experience. The writing is lively, engaging, and informative. There are stories the reader may wish to share with students and colleagues, friends, and relatives. The purpose of the book is to explore and to celebrate the many facets of mathematical life. The stories reveal mathematicians as intense, human, and sympathetic. They should resonate with readers everywhere. This book will appeal to students from high school through graduate school, to faculty and mathematical scientists of all stripes, and also to physicists, engineer, and anyone interested in mathematics. |
| hungarian born mathematician paul: For the Learning of Mathematics , 1980 |
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