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.

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.

A fancy overtakes us at times to question our presumption in writing a book. Wherein are we beter than another, that we should attempt to doctor another? We look over the matter-of-fact world and find it impossible to make a show, unless we have something to exhibit: Yet here are we who can fiddle little, and fife less-who cannot turn somersets, as we could once when we were less fit to write a book -who cannot commit by the page like an actor, nor play cbess witb a third-rate,-in short who cannot prove our ability by any standard feat whatsoever, proposing to indoctrinate many who can do all these things into the deepest mysteries of life!

It was in this interesting border region, and from among these valiant Eastern folk, that Nikola Tesla was born in the year 1857, and the fact that he, today, finds himself in America and one of our foremost electricians, is striking evidence of the extraordinary attractiveness alike of electrical pursuits and of the country where electricity enjoys its widest application.

IT is not necessary to lay emphasis on the importance of a knowledge of the skeleton as an integral part of the study of human anatomy, and, in the literature bearing upon the subject, we find masterly accounts of the constituent bones which rank as classics in the education of the student.

The beginning story of the communism was like this:

A ghost walks in Europe - the ghost of communism. All the forces of old Europe entered into a sacred alliance to defeat this ghost: the Pope and the Tsar, Metternich and Guizot, French radicals and German police agents.

Where is the opposition party not being accused of being communist by its opponents? Where is the opposition, which has not thrown this blightful communism accusation back to its reactionary adversaries as well as to the more progressive opposition parties?

The struggle of man against his unseen and silent enemies, the lower or bacterial forms of life, once one becomes alive to it, has an irresistible fascination. More dramatic than any novel, more sombre and terrifying than a battle fought in the dark, would be the intimate picture of the battle of our bodies against the hosts of disease.

David Hume (1711 – 1776) was a Scottish philosopher, historian, economist, and essayist known especially for his philosophical empiricism and skepticism. He was one of the most important figures in the history of Western philosophy and the Scottish Enlightenment. Hume is often grouped with John Locke, George Berkeley, and a handful of others as a British Empiricist.

This little work was published as a chapter in Merriman and Woodward’s Higher Mathematics. It was written before the numerous surveys of the development of science in the past hundred years, which appeared at the close of the nineteenth century, and it therefore had more reason for being then than now, save as it can now call attention, to these later contributions. The conditions under which it was published limited it to such a small compass that it could do no more than present a list of the most prominent names in connection with a few important topics. Since it is necessary to use the same plates in this edition, simply adding a few new pages, the body of the work remains substantially as it first appeared. The book therefore makes no claim to being history, but stands simply as an outline of the prominent movements in mathematics, presenting a few of the leading names, and calling attention to some of the bibliography of the subject.

It has been the author's aim to treat the subject according to the latest and most approved methods. The book is designed for the use of colleges, technical schools, normal schools, secondary schools, and for those who take up the subject without the aid of a teacher.