The Principal Works of Simon Stevin

The Principal Works of Simon Stevin PDF Author: Simon Stevin
Publisher:
ISBN:
Category : Engineering
Languages : en
Pages : 476

Get Book Here

Book Description

The Principal Works of Simon Stevin

The Principal Works of Simon Stevin PDF Author: Simon Stevin
Publisher:
ISBN:
Category : Engineering
Languages : en
Pages : 476

Get Book Here

Book Description


Principal Works of Simon Stevin: Mathematics

Principal Works of Simon Stevin: Mathematics PDF Author: Simon Stevin
Publisher:
ISBN:
Category : Engineering
Languages : en
Pages : 532

Get Book Here

Book Description


Rethinking Stevin, Stevin Rethinking

Rethinking Stevin, Stevin Rethinking PDF Author:
Publisher: BRILL
ISBN: 9004432914
Category : Science
Languages : en
Pages : 286

Get Book Here

Book Description
This book studies the Dutch mathematician Simon Stevin (1548-1620) as a new type of ‘man of knowledge’. Stevin exemplifies a wider trend of polymathy in the early modern period. Polymaths played a crucial role in the transformation of European learning.

The Principal Works of Simon Stevin: The art of war

The Principal Works of Simon Stevin: The art of war PDF Author: Simon Stevin
Publisher:
ISBN:
Category : Engineering
Languages : en
Pages : 550

Get Book Here

Book Description


For Dirk Struik

For Dirk Struik PDF Author: Robert S. Cohen
Publisher: Springer Science & Business Media
ISBN: 9401021155
Category : Science
Languages : en
Pages : 651

Get Book Here

Book Description
It is fitting that Professor Dirk Jan Struik be greeted with this melange of mathematical, scientific, historical, sociological and political essays. The authors are also appropriately varied: different countries, outlooks, religions, generations, and we suppose - of course we did not as- different politics too. Many more would have joined us, we know, but the good friends in this book make a fine and representative assembly of the intersection of two (mathematical!) classes: affectionately respect ful admirers of Dirk Struik, and the best thinkers of this troubled century. Struik has been among the most steadfast supporters of the Boston Colloquium for the Philosophy of Science, that discussion group which we have been holding at Boston University since 1960, but his luminous collaboration has been welcome, in Boston and Cambridge, for nearly five decades among mathematicians, physicists, philosophical and political thinkers, and especially among the students. It has not mattered whether they have been his own students or not, whether at M.LT. or elsewhere, whether scholars or dropouts, nature-lovers or book worms, anarchists or Republicans, Catholics or Unitarians, Communists or communists, prim or liberated. No doubt he has his preferences! But the main thing for Struik has been to educate and respect the other person.

Principal Works: Mathematics

Principal Works: Mathematics PDF Author: Simon Stevin
Publisher:
ISBN:
Category : Engineering
Languages : en
Pages : 474

Get Book Here

Book Description


Calculus

Calculus PDF Author: Karl Menger
Publisher: Dover Publications
ISBN: 9780486457710
Category : Mathematics
Languages : en
Pages : 0

Get Book Here

Book Description
One of the twentieth century's most original mathematicians and thinkers, Karl Menger taught students of many backgrounds. In this, his radical revision of the traditional calculus text, he presents pure and applied calculus in a unified conceptual frame, offering a thorough understanding of theory as well as of the methodology underlying the use of calculus as a tool. The most outstanding feature of this text is the care with which it explains basic ideas, a feature that makes it equally suitable for beginners and experienced readers. The text begins with a "mini-calculus" which brings out the fundamental results without recourse to the notions of limit and continuity. The standard subject matter is then presented as a pure and unambiguous calculus of functions. The issues surrounding the applications of pure calculus to problems in the sciences are faced in a forthright manner by carefully analyzing the meaning of "variable quantity" and clarified by resuscitating Newton's concept of fluents. The accompanying exercises are original, insightful and an integral part of the text. This Dover edition features a new Preface and Guide to Further Reading by Bert Schweizer and Abe Sklar.

The New Yearbook for Phenomenology and Phenomenological Philosophy

The New Yearbook for Phenomenology and Phenomenological Philosophy PDF Author: Burt Hopkins
Publisher: Routledge
ISBN: 1000293351
Category : Philosophy
Languages : en
Pages : 946

Get Book Here

Book Description
Volume XVIII Special Issue: Gian-Carlo Rota and The End of Objectivity, 2019 Aim and Scope: The New Yearbook for Phenomenology and Phenomenological Philosophy provides an annual international forum for phenomenological research in the spirit of Husserl's groundbreaking work and the extension of this work by such figures as Scheler, Heidegger, Sartre, Levinas, Merleau-Ponty and Gadamer. Contributors: Gabriele Baratelli, Stefania Centrone, Giovanna C. Cifoletti, Jean-Marie Coquard, Steven Crowell, Deborah De Rosa, Daniele De Santis, Nicolas de Warren, Agnese Di Riccio, Aurélien Djian, Yuval Dolev, Mirja Hartimo, Burt C. Hopkins, Talia Leven, Ah Hyun Moon, Luis Niel, Fabrizio Palombi, Mario Ariel González Porta, Gian-Carlo Rota, Michael Roubach, Franco Trabattoni and Michele Vagnetti. Submissions: Manuscripts, prepared for blind review, should be submitted to the Editors ([email protected] and [email protected]) electronically via e-mail attachments.

"Music, Experiment and Mathematics in England, 1653?705 "

Author: Benjamin Wardhaugh
Publisher: Routledge
ISBN: 1351557076
Category : Music
Languages : en
Pages : 329

Get Book Here

Book Description
How, in 1705, was Thomas Salmon, a parson from Bedfordshire, able to persuade the Royal Society that a musical performance could constitute a scientific experiment? Or that the judgement of a musical audience could provide evidence for a mathematically precise theory of musical tuning? This book presents answers to these questions. It constitutes a general history of quantitative music theory in the late seventeenth century as well as a detailed study of one part of that history: namely the applications of mathematical and mechanical methods of understanding to music that were produced in England between 1653 and 1705, beginning with the responses to Descartes's 1650 Compendium music?and ending with the Philosophical Transactions' account of the appearance of Thomas Salmon at the Royal Society in 1705. The book is organized around four key questions. Do musical pitches form a small set or a continuous spectrum? Is there a single faculty of hearing which can account for musical sensation, or is more than one faculty at work? What is the role of harmony in the mechanical world, and where can its effects be found? And what is the relationship between musical theory and musical practice? These are questions which are raised and discussed in the sources themselves, and they have wide significance for early modern theories of knowledge and sensation more generally, as well as providing a fascinating side light onto the world of the scientific revolution.

The Emergence of Number

The Emergence of Number PDF Author: John N. Crossley
Publisher: World Scientific
ISBN: 9789971504144
Category : Mathematics
Languages : en
Pages : 240

Get Book Here

Book Description
This book presents detailed studies of the development of three kinds of number. In the first part the development of the natural numbers from Stone-Age times right up to the present day is examined not only from the point of view of pure history but also taking into account archaeological, anthropological and linguistic evidence. The dramatic change caused by the introduction of logical theories of number in the 19th century is also treated and this part ends with a non-technical account of the very latest developments in the area of G”del's theorem. The second part is concerned with the development of complex numbers and tries to answer the question as to why complex numbers were not introduced before the 16th century and then, by looking at the original materials, shows how they were introduced as a pragmatic device which was only subsequently shown to be theoretically justifiable. The third part concerns the real numbers and examines the distinction that the Greeks made between number and magnitude. It then traces the gradual development of a theory of real numbers up to the precise formulations in the nineteeth century. The importance of the Greek distinction between the number line and the geometric line is brought into sharp focus.This is an new edition of the book which first appeared privately published in 1980 and is now out of print. Substantial revisions have been made throughout the text, incorporating new material which has recently come to light and correcting a few relatively minor errors. The third part on real numbers has been very extensively revised and indeed the last chapter has been almost completely rewritten. Many revisions are the results of comments from earlier readers of the book.