Showing results for "auguste comte"
Showing 1 - 12 of 18 Results
Adult content is visible.
2013
EN
This edition features• a linked Table of Contents, linked Footnotes, and linked IndexCONTENTSINTRODUCTION.GENERAL CONSIDERATIONS ON MATHEMATICAL SCIENCEBOOK I. ANALYSIS.CHAPTER I. GENERAL VIEW OF MATHEMATICAL ANALYSISCHAPTER II. ORDINARY ANALYSIS; OR, ALGEBRA.CHAPTER III. TRANSCENDENTAL ANALYSIS: its different conceptionsCHAPTER IV. THE DIFFERENTIAL AND INTEGRAL CALCULUSCHAPTER V. THE CALCULUS OF VARIATIONSCHAPTE...
2012
EN
Christmas Summary Classics This series contains summary of Classic books such as Emma, Arne, Arabian Nights, Pride and prejudice, Tower of London, Wealth of Nations etc. Each book is specially crafted after reading complete book in less than 30 pages. One who wants to get joy of book reading especially in very less time can go for it. AUGUSTE COMTE A Course of Positive Philosophy Isidore Auguste Marie François Xavier Comte, the...
2026
EN
Auguste Comte, considered by some to be the first "philosopher of science," was perhaps most famous for founding the theory of Positivism: a framework of thinking and living meant to engender unity across humanity, backed by love, science, and intellect.Positivism itself is a combination philosophy and way of life. Here Comte lays down the various tenets of the philosophy, describing what he views as the six major characteristics of the system. Comte goes into surprising detail, go...
- Translated by
- J. H. Bridges
2022
EN
Although Positivism has been pretty widely discussed of late, not only by those interested in philosophy and religion, but by the general reader and the public press, perhaps but few of them, whether readers or critics, have exactly grasped the full meaning of it as a system at once of thought and of life. The vast range of the ground it covers and the technical, allusive, and close style of Comte’s writings in the original have made it difficult to master the subject as a whole. It has ac...
2025
EN
The pleasure and profit which the translator has received from the great work here presented, have induced him to lay it before his fellow-teachers and students of Mathematics in a more accessible form than that in which it has hitherto appeared. The want of a comprehensive map of the wide region of mathematical science—a bird's-eye view of its leading features, and of the true bearings and relations of all its parts—is felt by every thoughtful student. He is like the visitor to a great ci...
2025
EN
"A General View of Positivism," Comte outlines the key tenets of his philosophy and presents his vision for a positivist society. Some of the main ideas explored in the book include:The Law of Three Stages: Comte proposes that human thought and society evolve through three distinct stages - the theological stage, the metaphysical stage, and the positive stage. The theological stage is characterized by religious and mythological explanations, the metaphysical stage relies on abstract concep...
2025
EN
The object of all true Philosophy is to frame a system which shall comprehend human life under every aspect, social as well as individual. It embraces, therefore, the three kinds of phenomena of which our life consists, Thoughts, Feelings, and Actions. Under all these aspects, the growth of Humanity is primarily spontaneous; and the basis upon which all wise attempts to modify it should proceed, can only be furnished by an exact acquaintance with the natural process. We are, however, able ...
- Book 185 -
- Standard eBooks
2018
EN
Auguste Comte, considered by some to be the first “philosopher of science,” was perhaps most famous for founding the theory of Positivism: a framework of thinking and living meant to engdender unity across humanity, backed by love, science, and intellect.Positivism itself is a combination philosophy and way of life. Here Comte lays down the various tenents of the philosophy, describing what he views as the six major characteristics of the system. Comte goes into surprising detail, ...
2016
EN
The philosophy of mathematics by the French philosopher,Auguste Comte.He is sometimes regarded as the first philosopher of science in the modern sense of the term.The philosophy of mathematics is the branch of philosophy that studies the philosophical assumptions, foundations, and implications of mathematics. The aim of the philosophy of mathematics is to provide an account of the nature and methodology of mathematics and to understand the place of mathematics in people's lives. The logica...
The Philosophy of Mathematics
"A True Definition of Mathematics"
- Translated by
- W. M. Gillespie
2016
EN
In The philosophy of mathematics, mathematics employee classification efforts to understand the philosophy is the branch.The main question is related to the source of the object that is the subject of mathematics and mathematics. In particular examine the characteris-tics of a true proposition:• What are the sources of mathematical subject matter?• What is about the meaning of a mathematical object?• What is the nature of a mathematical proposition?• Wha...
2017
EN
Although Mathematical Science is the most ancient and the most perfect of all, yet the general idea which we ought to form of it has not yet been clearly determined. Its definition and its principal divisions have remained till now vague and uncertain. Indeed the plural name—"The Mathematics"—by which we commonly designate it, would alone suffice to indicate the want of unity in the common conception of it.In truth, it was not till the commencement of the last century that the diffe...
- Translated by
- J.H. Bridges
- Series -
- Routledge Revivals
2015
EN
Accessible
In Comte’s original work on positivism, he attempted to outline a general perception of positivism, how it can be applied to society and how society would work should positivism be applied. J.H. Bridges’ translation, originally published in 1865, this version first published in 1908, manages to simplify and clarify Comte’s views of positivism and how it is related to the thoughts, feelings and actions of humankind as well as how positivism can be applied to philosophy, politics, industry, ...











