E-KİTAP PROJESİ & CHEAPEST BOOKS

"UKRAY" - UNIFIED FIELD THEORY -
- A New Unification Theory on Electromagnetic Gravitation-

THIS THEORY, GETS THESE QUESTIONS INTO;

- A CHANGE into Gravitational field and field equations, STATIC AND UNIVERSAL GRAVITATIONAL CONSTANTS,
- THE DYNAMICS OF Gravitational field with Combining the Electromagnetics Theory.
- THE VELOCITY OF LIGHT COULD BE EXCEEDED?
THIS THEORY WAS PREPARED AS A CONSEQUENCE OF APPROXIMATELY 16 YEARS STUDY,
- WHOLE "666" PAGE
- INCLUDES ABOUT 100 THEOREMS,
- AND 1000 ILLUSTRATED DRAWINGS,
- ASSERTS THE NEW PHYSICS OF THE UNIVERSE.

Trigonometry (from "trigwnon", triangle, and "metrew") is the science of the numerical relations between the sides and angles of triangles.

This Treatise is intended to demonstrate, to those who have learned the principal propositions in the first six books of Euclid, so much of Trigonometry as was originally implied in the term, that is, how from given values of some of the sides and angles of a triangle to calculate, in the most convenient way, all the others. A few propositions supplementary to Euclid are premised as introductory to the propositions of Trigonometry as usually understood.

In this extented version of the Durer Art & Life Book, Preface as thoroughly versed in all matters connected with Durer and his art, acting as the author's friend, and so to say his representative, has been kind enough to read through the proof-sheets of the translation, and make some very valuable suggestions and amendments.
All the illustrations contained in the German edition, including the initial letters and tail-pieces, have been inserted, and a few others added. Especial care has been taken to render the Index worthy of so important a work.
In addition to the General Index, a special one has been prepared in which, under separate headings, will be found lists of all Dürer's pictures, water-colours, drawings, engravings, woodcuts, writings, and miscellaneous productions described or referred to in the course of the following pages.
No exhaustive and critical account of the life and works of Albert Durer has hitherto been placed before the English reading public.

THE Mesopotamian civilization shares with the Egyptian civilization the honour of being one of the two earliest civilizations in the world, and although M. J. de Morgan’s excavations at Susa the ruined capital of ancient Elam, have brought to light the elements of an advanced civilization which perhaps even antedates that of Mesopotamia, it must be remembered that the Sumerians who, so far as our present knowledge goes, were the first to introduce the arts of life and all that they bring with them, into the low-lying valley of the Tigris and Euphrates, probably themselves emigrated from the Elamite plateau on the east of the Tigris

The Corpus Aristotelicum (The Complete Aristotle) is the collection of Aristotle's works that have survived from antiquity through Medieval manuscript transmission. These texts, as opposed to Aristotle's lost works, are technical philosophical treatises from within Aristotle's school.

The author has no apology to offer for the production of this book. He has spent his life in environments that have brought him into constant contact with mechanics, artisans and laborers as well as professional men, engineers, chemists and technical experts of various types. He knows a great many men—young men, for the most part—are constantly working on the old, old problem of Perpetual Motion; that much money, and much time are being spent in search of a solution for that problem which all scientific and technical men tell us is impossible of solution.

The theory of equations is not only a necessity in the subsequent mathematical courses and their applications, but furnishes an illuminating sequel to geometry, algebra and analytic geometry. Moreover, it develops anew and in greater detail various fundamental ideas of calculus for the simple, but important, case of polynomials. The theory of equations therefore affords a useful supplement to differential calculus whether taken subsequently or simultaneously.

It was to meet the numerous needs of the student in regard to his earlier and future mathematical courses that the present book was planned with great care and after wide consultation. It differs essentially from the author’s Elementary Theory of Equations, both in regard to omissions and additions, and since it is addressed to younger students and may be used parallel with a course in differential calculus. Simpler and more detailed proofs are now employed. The exercises are simpler, more numerous, of greater variety, and involve more practical applications.

THE history, the features, and the most famous examples of European architecture, during a period extending from the rise of the Gothic, or pointed, style in the twelfth century to the general depression which overtook the Renaissance style at the close of the eighteenth, form the subject of this little volume. I have endeavoured to adopt as free and simple a mode of treatment as is compatible with the accurate statement of at least the outlines of so very technical a subject.

The first part of this Book is given up to a review of facts and principles treated in the various Sections on Physics and in the different Sections on Inorganic Chemistry, to all of which the student will be frequently referred.

Plato (428/427-348/347 BCE) was a Greek philosopher and mathematician of the Classic Age who founded the Academy of Athens. Noted as a student of Socrates, Plato has distinguished himself as one of the founders of Western philosophy by recording the teachings of his master and his own philosophies in 35 dialogues and 13 letters.