Julian Lowell Coolidge
Oxford University Press | 1940 | djvu | 8 Mb
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Descrição: A History of Geometrical Methods is a full, authoritative history of the techniques for dealing with geometric equations covers development of projective geometry from ancient to modern times, explaining the original works, commenting on the correctness and directness of proofs, and showing the relationships between mathematics and other intellectual developments.
domingo, 31 de maio de 2009
Archimedes
E. J. Dijksterhuis
Princeton University Press | 1987 | 457 páginas | Djvu | 4,28 Mb
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The Archimedes Codex: How a Medieval Prayer Book Is Revealing the True Genius of Antiquity's Greatest Scientist

Reviel Netz, William Noel
Da Capo Press | 2009 | 336 páginas | pdf | 3,01 Mb
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Descrição: Part archaeological detective story, part science, and part history, The Archimedes Codex tells the astonishing story of a lost manuscript, from its tenth-century creation in ancient Constantinople to the auction block at Christie’s in New York, and how a team of scholars used the latest imaging technology to reveal and decipher the original text. What they found was the earliest surviving manuscript by Archimedes (287 BC–212 BC), the greatest mathematician of antiquity—a manuscript that established, for the first time, the extent of his mathematical genius, which was two thousand years ahead of modern science.
quinta-feira, 28 de maio de 2009
Science Awakening I: Egyptian, Babylonian and Greek Mathematics
English Translation By Arnold Dresden with Additions of the Author
B. L. Van Der Waerden
Oxford University Press | 1961 | 306 páginas | djvu | 18,2 Mb
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Why History of Mathematics?
Every one knows that we are living in a technological era. But it is not often realized that our technology is based entirely on mathematics and physics. When we ride home on the streetcar in the evening, when we turn on the electric light and the radio, everything depends on cleverly constructed physical mechanisms based on mathematical calculations. But more than that! We owe to physics not only these pleasant articles of luxury, but, to a large extent, even our daily bread. Apart from the fact that our grains come to us, chiefly by steamer from overseas, our own agriculture would be far less productive without artificial fertilizers. Such fertilizers are chemical products, and chemistry depends on physics.
But science has not brought us blessings only. The destructive armaments which mankind uses at the present time to knock its own civilization to pieces are also products to which the development of mathematics and physics have inevitably led.
Our spiritual life is also influenced by science and technology, in a measure but rarely fully understood. The unprecedented growth of natural science in the 17th century was followed ineluctably by the rationalism of the 18th, by the deification of reason and the decline of religion; an analogous development had taken place earlier, in Greek times. In a similar manner the triumphs of technology in the 19th century were followed in the 20th by the deification of technology.
Unfortunately, man seems to be overly inclined to deify whatever is powerful and successful.
The Book of Squares
An annotated translation into modern English by L. E. Sigler
Leonardo Pisano Fibonacci
Academic Press | 1987 | 122 páginas | djvu | 1 Mb
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Descrição: The Book of Squares by Fibonacci is a gem in the mathematical literature and one of the most important mathematical treatises written in the Middle Ages. It is a collection of theorems on indeterminate analysis and equations of second degree which yield, among other results, a solution to a problem proposed by Master John of Palermo to Leonardo at the Court of Frederick II. The book was dedicated and presented to the Emperor at Pisa in 1225. Dating back to the 13th century the book exhibits the early and continued fascination of men with our number system and the relationship among numbers with special properties such as prime numbers, squares, and odd numbers. The faithful translation into modern English and the commentary by the translator make this book accessible to professional mathematicians and amateurs who have always been intrigued by the lure of our number system.
Key Concepts in Teaching Primary Mathematics

(SAGE Key Concepts series)
Derek W Haylock
Sage Publications Ltd | 2007 | 200 páginas | PDF | 1 Mb
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Descrição: Covering the key principles and concepts in the teaching and learning of mathematics in elementary schools, this text provides trainee and practicing teachers with a quick and easy reference to what they need to know for their course, and in the classroom. The entries are arranged alphabetically, and each contains a brief definition, followed by an explanation and discussion, practical examples, and annotated suggestions for further reading.
terça-feira, 26 de maio de 2009
Fundamentos de Matemática Elementar
Gelson Iezzi; Carlos Murakami
Atual | 1977 | 328 páginas | pdf | 7 Mb
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"Fundamentos de Matemática Elementar" é uma coleção consagrada ao longo dos anos por oferecer ao estudante o mais completo conteúdo de Matemática elementar. Este volume apresenta os seguintes tópicos: Conjuntos e Funções. O volume é composto por teoria e exercícios de aplicação, testes de vestibulares atualizados, selecionados criteriosamente e ordenados por grau de dificuldade, acompanhados das respostas correspondentes. Há ainda uma série de artigos sobre história da Matemática relacionados aos temas abordados.
Fundamentos de Matemática Elementar 2: LogaritmosGelson Iezzi; Osvaldo Dolce; Carlos Murakami
Atual | 1977 | pdf | 4,5 Mb
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Fundamentos de Matemática Elementar 3: TrigonometriaGelson Iezzi
Atual | 1977 | 232 páginas | pdf | 4,5 Mb
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Fundamentos de Matemática Elementar 4: sequências, matrizes, determinantes e sistemasGelson Iezzi; Samuel Hazzan
Atual | 1977 | 238 páginas | pdf | 4,6 Mb
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Fundamentos de Matemática Elementar 5: Combinatória e Probabilidade Gelson Iezzi; Samuel Hazzan
Atual | 1977 | 158 páginas | pdf | 3,6 Mb
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Fundamentos de Matemática Elementar 6: Complexos, Polinómios e equaçõesGelson Iezzi, Samuel Hazzan
Atual | 1977 | 216 páginas | pdf | 4 Mb
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Fundamentos de Matemática Elementar 7: Geometria AnalíticaGelson Iezzi e Samuel Hazzan
Atual | 1977 | 240 páginas | pdf | 5 Mb
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Fundamentos de Matemática Elementar 8: limites, derivadas e noções de integralGelson Iezzi; Carlos Murakami; Nilson José Machado
Atual | 1977 | 252 páginas
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Fundamentos de matemática elementar 9: Geometria PlanaOsvaldo Dolce e José Nicolau Pompeo
Atual | 1993 | 456 páginas | pdf | 12 Mb
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Fundamentos de Matemática Elementar 10: Geometria Espacial Osvaldo Dolce; José Nicolau Pompeo
Atual | 1993 | 440 páginas | pdf
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Fundamentos de Matemática Elementar 11: Matemática Comercial, Financeira e estatística DescritivaGelson Iezzi, Samuel Hazzan, David Degenszaju
Atual | 2004 | 232 páginas
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