Captivating retellings of the origins and histories of ancient star groups include Pegasus, Ursa Major, Pleiades, signs of the zodiac, and other constellations. "Classic." — Sky & Telescope. 58 illustrations.
Classic of science reports how Harvey's theory of the circulation of the blood came into being. Reproduces the English translation made during Harvey's lifetime.
Beginning text presents complete theoretical treatment of mechanical model systems and deals with technological applications. Topics include introduction to calculus of vectors, particle motion, dynamics of particle systems and plane rigid bodies, technical applications in plane motions, theory of mechanical vibrations, and more. Exercises and answers appear in each chapter.
The best and most thrilling book of exploration that we have ever read … [an] immensely important book." — New York Evening Post "A series of excellent stories about one of the most interesting corners of the American world, told by a keen and sensitive person who knows how to write." — American Journal of Sociology "It can be said of many travelers that they have traveled widely. Of Mr. Seabrook a much finer thing may be said — he has traveled deeply." — The New York Times Book Review This fascinating book, first published in 1929, offers firsthand accounts of Haitian voodoo and witchcraft rituals. Journalist and adventurer William Seabrook introduced the concept of the walking dead ― zombies ― to the West with his illustrated travelogue. He relates his experiences with the voodoo priestess who initiated him into the religion's rituals, from soul transference to resurrection. In addition to twenty evocative line drawings by Alexander King, this edition features a new Foreword by cartoonist and graphic novelist Joe Ollmann, a new Introduction by George A. Romero, legendary director of Night of the Living Dead, and a new Afterword by Wade Davis, Explorer in Residence at the National Geographic Society.
Comprehensive, classic introduction to space-flight engineering for advanced undergraduate and graduate students provides basic tools for quantitative analysis of the motions of satellites and other vehicles in space.
This fascinating popular science journey explores key concepts in information theory in terms of Conway's "Game of Life" program. The author explains the application of natural law to a random system and demonstrates the necessity of limits. Other topics include the limits of knowledge, paradox of complexity, Maxwell's demon, Big Bang theory, and much more. 1985 edition.
Studies the life and art of the Italian violin craftsman, focusing on the skills and techniques which have made his products renowned throughout the world
With devoted scholarship and an appreciation for what he terms "the lure of the labyrinth," Matthews explores accounts of ancient mazes, the "meanders" of Greek and Roman times, theories on the meaning of church labyrinths, the hedge maze, and more. All important or exceptional examples are illustrated with 151 line drawings.
This pioneering book presents the basic theory, experimental methods, experimental results and solution of boundary value problems in a readable, useful way to designers as well as research workers and students. The mathematical background required has been kept to a minimum and supplemented by explanations where it has been necessary to introduce specialized mathematics. Also, appendices have been included to provide sufficient background in Laplace transforms and in step functions. Chapters 1 and 2 contain an introduction and historic review of creep. As an aid to the reader a background on stress, strain, and stress analysis is provided in Chapters 3 and 4, an introduction to linear viscoelasticity is found in Chapter 5 and linear viscoelastic stress analysis in Chapter 6. In the next six chapters the multiple integral representation of nonlinear creep and relaxation, and simplifications to single integral forms and incompressibility, are examined at length. After a consideration of other representations, general relations are derived, then expanded to components of stress or strain for special cases. Both constant stress (or strain) and variable states are described, together with methods of determining material constants. Conversion from creep to relaxation, effects of temperature and stress analysis problems in nonlinear materials are also treated here. Finally, Chapter 13 discusses experimental methods for creep and stress relaxation under combined stress. This chapter considers especially those experimental problems which must be solved properly when reliable experimental results of high precision are required. Six appendices present the necessary mathematical background, conversion tables, and more rigorous derivations than employed in the text. An extensive updated bibliography completes the book.
This superb text introduces number theory to readers with limited formal mathematical training. Intended for use in freshman- and sophomore-level courses in arts and science curricula, in teacher-training programs, and in enrichment programs for high-school students, it is filled with simple problems to stimulate readers' interest, challenge their abilities and increase mathematical strength. Contents: I. Introduction II. The Euclidean Algorithm and Its Consequences III. Congruences IV. The Powers of an Integer Modulo m V. Continued Fractions VI. The Gaussian Integers VII. Diophantine Equations Requiring only a sound background in high-school mathematics, this work offers the student an excellent introduction to a branch of mathematics that has been a strong influence in the development of higher pure mathematics, both in stimulating the creation of powerful general methods in the course of solving special problems (such as Fermat conjecture and the prime number theorem) and as a source of ideas and inspiration comparable to geometry and the mathematics of physical phenomena.
This classic work offers scores of stimulating, mind-expanding games and puzzles: arithmetical and geometrical problems, chessboard recreations, magic squares, map-coloring problems, cryptography and cryptanalysis, much more. "A must to add to your mathematics library" ? The Mathematics Teacher. Index. References for Further Study. Includes 150 black-and-white line illustrations.
This classic graduate- and research-level text by two leading experts in the field of telecommunications offers theoretical and practical coverage of telecommunication systems design and planning applications, and analyzes problems encountered in tracking, command, telemetry and data acquisition. A comprehensive set of problems demonstrates the application of the theory developed. 268 illustrations. Index.
Ideal as a classroom text or for individual study, this unique one-volume overview of classical wave theory covers wave phenomena of acoustics, optics, electromagnetic radiations, and more.
Swedenborg did more than most people would in ten lifetimes. He was fluent in 9 languages, excelled in music, was a member of Parliament, wrote 150 books on 17 different sciences, invented an undersea boat, glider, and a hearing-aid trumpet for the deaf. As an astronomer he put forth the nebular theory regarding planetary formation. As a physiologist he discovered the function of certain ductless glands and several areas of the brain. He wrote the first in-depth books on metallurgy and developed an elaborate theory of the origin of all thingsbut at age 57 dropped all scientific pursuits to search for the human soul. His spiritual discoveries attracted a large following that became a religion.
The Knights Templar is a secret society that has existed for many centuries. Few books have been written about them from an insiders point of view. This book was originally released by the Grand Encampment of Knights Templar, United States of America, after seven years of historical research by an assigned committee. The author, Brown, was a member of that committee and their purpose was to provide Templars with an accurate history of their organization. It was for members only and much of the information is not found elsewhere. We've also added, from another source, their Constitution and Abbreviated By-Laws, out of print for over 100 years, as a service for potential members or for those who desire a better knowledge of the inner workings of the Templars. These two works, combined together, will hopefully shed new light on an interesting and sometimes mysterious organization.
Goes back to the initial teachings that were used in the creation of the Christian religion and demonstrates that they were actually derived from the Gnosis, or Ancient Wisdom. Gnosis is a Greek word meaning knowledge, or to know. In the early Church those who were mystics, or Gnostics, were rejected and considered heretics. What makes this book so important is that it identifies certain mystical teachings from early times as rightfully belonging in the Church. According to Kingsland, this is the real Christian message as originally understood by the Gospel writers.
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