Michio Kaku's Physics of the Impossible
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Belated Decision in the Hilbert-Einstein Priority Dispute
(10). As described above, the severely opis- Dinosauria (Univ. of California Press, Berkeley, CA, However, the overall similarity of the pelvis of Archae- 1990). opteryx to those of the enantiornithine birds, espe- thopubic condition of their pelvis is consis- 10. L. Hou, L. D. Martin, Z. Zhou, A. Feduccia, Science cially the presence of the hypopubic cup, as well as tent with the notion that these birds roost- 274, 1164 (1996). the morphology of the London and Berlin Archae- ed in trees. In contrast, based primarily on 11. Q. Ji and S. Ji, Chin. Geol. 10, 30 (1996); see also V. opteryx specimens, offer support for our interpreta- disputed measurements of claw curvature, Morell, Audubon 99, 36 (1997). tion of the pelvic structure of these early birds [L. D. 12. Rather than representing primitive archosaurian Martin, in Origin of the Higher Groups of Tetrapods, Archaeopteryx has been interpreted as structures, it is probable that the hepatic-piston dia- H. P. Schultze and L. Trueb, Eds. (Cornell Univ. adapted primarily for a terrestrial rather phragm systems in crocodilians and theropods are Press, Ithaca, NY, 1991), pp. 485–540. than an arboreal existence (18). However, convergently derived. Pelvic anatomy in early “pro- 18. D. S. Peters and E. Go¨ rgner, in Proceedings of the II todinosaurs” such as Lagosuchus, as well as in all International Symposium of Avian Paleontology, K. as in the enantiornithines, the morphology ornithischian dinosaurs, shows no evidence of the Campbell, Ed. (Los Angeles Museum of Natural His- of Archaeopteryx’s pelvis is best interpreted pubis having served as a site of origin for similar tory Press, Los Angeles, CA, 1992), pp. -
Beyond Einstein... Are We All Afraid of the Truth?
smw-genart-02-06 Beyond Einstein ... Are we all afraid of the Truth? Sanjay M Wagh Central India Research Institute, Post Box 606, Laxminagar, Nagpur 440 022, India ∗ (Dated: March 20, 2006) Abstract The power-point presentation [1] provided herein shows exactly why Einstein’s field equations of his general relativity are based on an illogical approach to representing the observable world. Einstein had, in fact, discarded these equations way back in 1928 when he had began his solitary search for a unified field theory. However, the rest of us learned, taught, and also put too much faith for too long (for more than seventy years) in an illogical approach to representing the observable world. Consequently, we have developed great reluctance, resulting from dogmatic perceptions, prestige, reputation, ..., that is holding us back from orienting ourselves in the “right” direction to the understanding of the observable phenomena. This raises the question mentioned in the title: Are we all afraid of the Truth? Rhetorically speaking, we could then also ask: are we all afraid of Virginia Woolf? In the sequel, I also illustrate my approach to going Beyond Einstein for developing an appropriate mathematical framework for the fundamental physical ideas behind the General Principle of Relativity, for the unification of fundamental arXiv:physics/0603149v1 [physics.gen-ph] 20 Mar 2006 physical interactions and, hence, for a theory of everything. ∗Electronic address: cirinag˙[email protected] 1 The title of this article may appear only as an eye-catching one to some, repelling one to some others, a thought provoking one to few others .. -
III. Discussion Questions A. Individual Stories Nathaniel Hawthorne
III. Discussion Questions a. Individual Stories Nathaniel Hawthorne, “Rappaccini’s Daughter” (1844) 1. As an early sf tale, this story makes important contributions to the sf megatext. What images, situations, plots, characters, settings, and themes do you recognize in Hawthorne’s story that recur in contemporary sf works in various media? 2. In Hawthorne’s The Scarlet Letter, the worst sin is to violate, “in cold blood, the sanctity of the human heart.” In what ways do the male characters of “Rappaccini’s Daughter” commit this sin? 3. In what ways can Beatrice be seen as a pawn of the men, as a strong and intelligent woman, as an alien being? How do these different views interact with one another? 4. Many descriptions in the story lead us to question what is “Actual” and what is “Imaginary”? How do these descriptions function to work both symbolically and literally in the story? 5. What is the attitude toward science in the story? How can it be compared to the attitude toward science in other stories from the anthology? Jules Verne, excerpt from Journey to the Center of the Earth (1864) 1. Who is narrator of this tale? In your opinion, why would Verne choose this particular character to be the narrator? Describe his relationship with the other members of this subterranean expedition. Many of Verne’s early novels feature a trio of protagonists who symbolize the “head,” the “heart,” and the “hand.” Why? How does this notion apply to the protagonists in Verne’s Journey to the Center of the Earth? 2. -
Genesis Cosmology* Genesis Cosmology Is the Cosmology Model in Agreement with the Interpretive Description of the First Three Da
Genesis Cosmology* Genesis Cosmology is the cosmology model in agreement with the interpretive description of the first three days in Genesis. Genesis Cosmology is derived from the unified theory that unifies various phenomena in our universe. In Genesis, the first day involves the emergence of the separation of light and darkness from the formless, empty, and dark pre-universe, corresponding to the emergence of the current asymmetrical dual universe of the light universe with light and the dark universe without light from the simple and dark pre-universe in Genesis Cosmology. The light universe is the current observable universe, while the dark universe coexisting with the light universe is first separated from the light universe and later connected with the light universe as dark energy. In Genesis, the second day involves the separation of waters from above and below the expanse, corresponding to the separation of dark matter and baryonic matter from above and below the interface between dark matter and baryonic matter for the formation of galaxies in Genesis Cosmology. In Genesis, the third day involves the separation of sea and land where organisms appeared, corresponding to the separation of interstellar medium and star with planet where organisms were developed in Genesis Cosmology. The unified theory for Genesis Cosmology unifies various phenomena in our observable universe and other universes. In terms of cosmology, our universe starts with the 11-dimensional membrane universe followed by the 10-dimensional string universe and then by the 10-dimensional particle universe, and ends with the asymmetrical dual universe with variable dimensional particle and 4-dimensional particles. -
Hugo Award -- Britannica Online Encyclopedia
10/10/2017 Hugo Award -- Britannica Online Encyclopedia Hugo Award Hugo Award, any of several annual awards presented by the World Science Fiction Society (WSFS). The awards are granted for notable achievement in science �ction or science fantasy. Established in 1953, the Hugo Awards were named in honour of Hugo Gernsback, founder of Amazing Stories, the �rst magazine exclusively for science �ction. Hugo Award. This particular award was given at MidAmeriCon II, in Kansas City, Missouri, on August … Michi Trota Pin, in the form of the rocket on the Hugo Award, that is given to the finalists. Michi Trota Hugo Awards https://www.britannica.com/print/article/1055018 1/10 10/10/2017 Hugo Award -- Britannica Online Encyclopedia year category* title author 1946 novel The Mule Isaac Asimov (awarded in 1996) novella "Animal Farm" George Orwell novelette "First Contact" Murray Leinster short story "Uncommon Sense" Hal Clement 1951 novel Farmer in the Sky Robert A. Heinlein (awarded in 2001) novella "The Man Who Sold the Moon" Robert A. Heinlein novelette "The Little Black Bag" C.M. Kornbluth short story "To Serve Man" Damon Knight 1953 novel The Demolished Man Alfred Bester 1954 novel Fahrenheit 451 Ray Bradbury (awarded in 2004) novella "A Case of Conscience" James Blish novelette "Earthman, Come Home" James Blish short story "The Nine Billion Names of God" Arthur C. Clarke 1955 novel They’d Rather Be Right Mark Clifton and Frank Riley novelette "The Darfsteller" Walter M. Miller, Jr. short story "Allamagoosa" Eric Frank Russell 1956 novel Double Star Robert A. Heinlein novelette "Exploration Team" Murray Leinster short story "The Star" Arthur C. -
Unification of the Maxwell- Einstein-Dirac Correspondence
Unification of the Maxwell- Einstein-Dirac Correspondence The Origin of Mass, Electric Charge and Magnetic Spin Author: Wim Vegt Country: The Netherlands Website: http://wimvegt.topworld.center Email: [email protected] Calculations: All Calculations in Mathematica 11.0 have been printed in a PDF File Index 1 “Unified 4-Dimensional Hyperspace 5 Equilibrium” beyond Einstein 4-Dimensional, Kaluza-Klein 5-Dimensional and Superstring 10- and 11 Dimensional Curved Hyperspaces 1.2 The 4th term in the Unified 4-Dimensional 12 Hyperspace Equilibrium Equation 1.3 The Impact of Gravity on Light 15 2.1 EM Radiation within a Cartesian Coordinate 23 System in the absence of Gravity 2.1.1 Laser Beam with a Gaussian division in the x-y 25 plane within a Cartesian Coordinate System in the absence of Gravity 2.2 EM Radiation within a Cartesian Coordinate 27 System under the influence of a Longitudinal Gravitational Field g 2.3 The Real Light Intensity of the Sun, measured in 31 our Solar System, including Electromagnetic Gravitational Conversion (EMGC) 2.4 The Boundaries of our Universe 35 2.5 The Origin of Dark Matter 37 3 Electromagnetic Radiation within a Spherical 40 Coordinate System 4 Confined Electromagnetic Radiation within a 42 Spherical Coordinate System through Electromagnetic-Gravitational Interaction 5 The fundamental conflict between Causality and 48 Probability 6 Confined Electromagnetic Radiation within a 51 Toroidal Coordinate System 7 Confined Electromagnetic Radiation within a 54 Toroidal Coordinate System through Electromagnetic-Gravitational -
Einstein's Life and Legacy
Reflections Einstein's Life and Legacy Introduction Albert Einstein is the most luminous scientist of the past century, and ranks with Isaac Newton as one among the greatest physicists of all time. There is an enormous amount of material to choose from in talking about Einstein. He is without doubt also the most written about scientist of the past century, may be of all time. The Einstein Archives contain about 43,000 documents, and so far as I know the "Collected Papers of Albert Einstein" have only come upto 1917 with Volume 8 in English translation; another 32 volumes remain to be produced. In the face of all this, this account must be severely selective, and coherent as well. Einstein's life was incredibly rich and intense in the intellectual sense. This will become clear as I go along. In any case let me begin by presenting in Box 1 a brieflisting of a few important dates in his life, howsoever inadequate it may be. He was scientifically active essentially from 1902 upto 1935 at the highest imaginable levels, thus for more than three decades. The Miraculous Year Now let us turn to technical matters. First, a brief mention of his creative outburst of 1905, whose centenary we are celebrating this year. There were four fundamental papers, and the doctoral thesis, all in the six months from March to September. The first paper on the light quantum concept and explanation of the photo electric effect was submitted to Annalen der Physik in March; the second on Brownian Motion in May; and the third setting out the Special Theory of Relativity in June. -
Newtonian Wormholes
Newtonian wormholes José P. S. Lemos∗ and Paulo Luz† Centro Multidisciplinar de Astrofísica - CENTRA, Departamento de Física, Instituto Superior Técnico - IST, Universidade de Lisboa - UL, Av. Rovisco Pais 1, 1049-001 Lisboa, Portugal Abstract A wormhole solution in Newtonian gravitation, enhanced through an equation relating the Ricci scalar to the mass density, is presented. The wormhole inhabits a spherically symmetric curved space, with one throat and two asymptotically flat regions. Particle dynamics in this geometry is studied, and the three distinct dynamical radii, namely, the geodesic, circumferential, and curvature radii, appear naturally in the study of circular motion. Generic motion is also analysed. A limiting case, although inconclusive, suggests the possibility of having a Newtonian black hole in a region of finite (nonzero) size. arXiv:1409.3231v1 [gr-qc] 10 Sep 2014 ∗ [email protected] † [email protected] 1 I. INTRODUCTION When many alternative theories to general relativity are being suggested, and the grav- itational field is being theoretically and experimentally put to test, it is interesting to try an alternative to Newton’s gravitation through an unexpected but simple modification of it. The idea is to have Newtonian gravitation, not in flat space, as we are used to, but in curved space. This intriguing possibility has been suggested by Abramowicz [1]. It was noted that Newtonian gravitation in curved space, and the corresponding Newtonian dy- namics in a circle, distinguishes three radii, namely, the geodesic radius (which gives the distance from the center to its perimeter), the circumferential radius (which is given by the perimeter divided by 2π), and the curvature radius (which is Frenet’s radius of curvature of a curve, in this case a circle). -
Booklet 2008-09.Indd
The Shaw Prize The Shaw Prize is an international award to honour individuals who are currently active in their respective fields and who have achieved distinguished and significant advances, who have made outstanding contributions in culture and the arts, or who in other domains have achieved excellence. The award is dedicated to furthering societal progress, enhancing quality of life, and enriching humanity’s spiritual civilization. Preference will be given to individuals whose significant work was recently achieved. Founder's Biographical Note The Shaw Prize was established under the auspices of Mr Run Run Shaw. Mr Shaw, born in China in 1907, is a native of Ningbo County, Zhejiang Province. He joined his brother’s film company in China in the 1920s. In the 1950s he founded the film company Shaw Brothers (Hong Kong) Limited in Hong Kong. He has been Executive Chairman of Television Broadcasts Limited in Hong Kong since the 1970s. Mr Shaw has also founded two charities, The Sir Run Run Shaw Charitable Trust and The Shaw Foundation Hong Kong, both dedicated to the promotion of education, scientific and technological research, medical and welfare services, and culture and the arts. ~ 1 ~ Message from the Chief Executive I am delighted to congratulate the six distinguished scientists who receive this year’s Shaw Prize. Their accomplishments enrich human knowledge and have a profound impact on the advancement of science. This year, the Shaw Prize recognises remarkable achievements in the areas of astronomy, life science and medicine, and mathematical sciences. The exemplary work and dedication of this year’s recipients vividly demonstrate that constant drive for excellence will eventually bear fruit. -
18Th International Conference on General
18TH INTERNATIONAL CONFERENCE ON GENERAL RELATIVITY AND GRAVITATION (GRG18) 8 – 13 July 2007 7TH EDOARDO AMALDI CONFERENCE ON GRAVITATIONAL WAVES (AMALDI7) www.grg18.com 8 – 14 July 2007 www.Amaldi7.com Sydney Convention & Exhibition Centre • Darling Harbour • Sydney Australia INSPIRALLING BLACK HOLES RAPID EPANSION OF AN UNSTABLE NEUTRON STAR Credit: Seidel (LSU/AEI) / Kaehler (ZIB) Credit: Rezzolla (AEI) / Benger (ZIB) GRAZING COLLISION OF TWO BLACK HOLES VISUALISATION OF A GRAVITATIONAL WAVE HAVING Credit: Seidel (AEI) / Benger (ZIB) TEUKOLSKY'S SOLUTION AS INITIAL DATA Credit: Seidel (AEI) / Benger (ZIB) ROLLER COASTER DISTORTED BY SPECIAL RELATIVISTIC EFFECTS Credit: Michael Hush, Department of Physics, The Australian National University The program for GRG18 will incorporate all areas of General Relativity and Gravitation including Classical General Relativity; Numerical Relativity; Relativistic Astrophysics and Cosmology; Experimental Work on Gravity and Quantum Issues in Gravitation. The program for Amaldi7 will cover all aspects of Gravitational Wave Physics and Detection. PLENARY LECTURES Peter Schneider (Bonn) Donald Marolf USA Bernard Schutz Germany Bernd Bruegman (Friedrich-Schiller-University Jena) Gravitational lensing David McClelland Australia Robin Stebbins United States Numerical relativity Daniel Shaddock (JPL California Institute of Technology) Jorge Pullin USA Kimio Tsubono Japan Daniel Eisenstein (University of Arizona) Gravitational wave detection from space: technology challenges Norna Robertson USA Stefano Vitale Italy Dark energy Stan Whitcomb (California Institute of Technology) Misao Sasaki Japan Clifford Will United States Ground-based gravitational wave detection: now and future Bernard F Schutz Germany Francis Everitt (Stanford University) Susan M. Scott Australia LOCAL ORGANISING COMMITTEE Gravity Probe B and precision tests of General Relativity Chair: Susan M. -
Arxiv:1310.7985V1 [Gr-Qc] 29 Oct 2013 Life Inside the Bubble Is Colourful and Sexy and Fun
Traversable Achronal Retrograde Domains In Spacetime Doctor Benjamin K. Tippett Gallifrey Polytechnic Institute Doctor David Tsang Gallifrey Institute of Technology (GalTech) (Dated: October 31, 2013) There are many spacetime geometries in general relativity which contain closed timelike curves. A layperson might say that retrograde time travel is possible in such spacetimes. To date no one has discovered a spacetime geometry which emulates what a layperson would describe as a time machine. The purpose of this paper is to propose such a space-time geometry. In our geometry, a bubble of curvature travels along a closed trajectory. The inside of the bubble is Rindler spacetime, and the exterior is Minkowski spacetime. Accelerating observers inside of the bubble travel along closed timelike curves. The walls of the bubble are generated with matter which violates the classical energy conditions. We refer to such a bubble as a Traversable Achronal Retrograde Domain In Spacetime. I. INTRODUCTION t A. Exotic spacetimes x How would one go about building a time machine? Let us begin with considering exactly what one might mean by “time machine?” H.G. Wells (and his successors) might de- scribe an apparatus which could convey people “backwards in time”. That is to say, convey them from their current location in spacetime to a point within their own causal past. If we de- scribe spacetime as a river-bed, and the passage of time as our unrelenting flow along our collective worldlines towards our B future; a time machine would carry us back up-stream. Let us A describe such motion as retrograde time travel. -
Gravity Beyond Einstein
Thierry De Mees Gravito- magnetism including an introduction to the Coriolis Gravity Theory Gravity Beyond Einstein Second Edition - 2011 Gravito-magnetism including an introduction to the Coriolis Gravity Theory Gravity Beyond Einstein Second Edition - 2011 INDEX Index i Introduction 1 Chapter 1 Successes of a Novel Gravity Interpretation 7 The great Michelson & Morley, Lorentz and Einstein trap 9 1. The Michelson & Morley experiment, the Lorentz and the Einstein interpretation. 9 2. A null result means : a null result. 10 3. Conclusion. 11 4. References and interesting literature. 12 A coherent dual vector field theory for gravitation 13 1. Introduction : the Maxwell analogy for gravitation: a short history. 14 2. Law of gravitational motion transfer. 14 3. Gyrotation of a moving mass in an external gravitational field. 15 4. Gyrotation of rotating bodies in a gravitational field. 16 5. Angular collapse into prograde orbits. Precession of orbital spinning objects. 16 6. Structure and formation of prograde disc Galaxies. 18 7. Unlimited maximum spin velocity of compact stars. 20 8. Origin of the shape of mass losses in supernovae. 21 9. Dynamo motion of the sun. 22 10. Binary stars with accretion disc. 22 11. Repulsion by moving masses. 24 12. Chaos explained by gyrotation. 24 13. The link between Relativity Theory and Gyrotation Theory. 25 14. Discussion : implications of the relationship between Relativity and Gyrotation 26 15. Conclusion 26 16. References 26 Lectures on “A coherent dual vector field theory for gravitation”. 27 Lecture A: a word on the Maxwell analogy 27 Lecture B: a word on the flux theory approach 27 Lecture C: a word on the application of the Stokes theorem and on loop integrals 28 Lecture D: a word on the planetary systems 29 Lecture E : a word on the formation of disk galaxies 31 Discussion: the Dual Gravitation Field versus the Relativity Theory 33 What is the extend of the Dual Gravitation Field Theory (Gravitomagnetism)? 33 The centenary of the relativity theory.