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Para outros livros sobre matemática e ensino da matemática procure em: http://livros-matema.blogspot.com/

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For other books about mathematics and mathematics education try: http://livros-matema.blogspot.com/.

terça-feira, 3 de março de 2009

On the Shoulders of Giants: New Approaches to Numeracy


Lynn Arthur Steen

National Academy Press | 1990 | 144 Páginas | PDF

Link on-line: nap.edu
eric.ed.gov

archive.org

alguns capítulos on-line:
- Pattern pdf 1 pdf 2
Lynn Arthur Steen
- Dimension
Thomas F. Banchoff
- Quantity
James T. Fey
- Uncertainty
David S. Moore
- Shape
Marjorie Senechal pdf 1 pdf 2 pdf 3 pdf 4 pdf 5pdf 6
- Change
Ian Stewart

Forces created by the proliferation of computer hardware and software, by innovative methods of mathematical modelling and applications, by broader demographic considerations, and by schools themselves are profoundly changing the way mathematics is practiced, the way mathematics is taught, and the way mathematics is learned. In this volume, a vision of the richness of mathematics is expressed and illustrated as five different possible strands of school mathematics through the expansion on the theme of mathematics as the language and science of patterns with emphases on interconnections and communalities. Included are: (1) an introduction to the five sample strands with examples of the continuity underlying the fundamentals of mathematics, of the mathematical connections that both unite and repeat, and of the mathematical perspective necessary to view both the variety and the regularity of patterns; (2) the Dimension strand, which focuses on the development of relationships between the different dimensions with emphasis on three-dimensional topics; (3) the Quantity strand, which provides insights into the three basic tasks of measuring, ordering, and coding with attendant symbologies and procedures; (4) the Uncertainty strand, which develops ideas about the natural themes and strategies within the twin concepts of data and chance; (5) the Shape strand, which uses classification to discover similarities and differences among objects, analysis to discern the components of form, and representation to recognize and comprehend shapes within different contexts; and (6) the Change strand, which advocates imaginative and sensitive responses to the constantly emerging new types of patterns, including patterns of thinking about nature, as well as mathematics.

How to Draw a Straight Line: A Lecture on Linkages



(NCTM Classics in Mathematics Education, Volume 6)


Alfred Bray Kempe

National Council of Teachers of Mathematics | 1977 (reimpressão de 1877) | 55 páginas | 1,6 Mb


uploading.com


edição de 1877
online:
archive.org
intranet.iri.upc.edu
gutenberg.org

País plano

Flatland: A Romance of Many Dimensions
(Oxford World's Classics)
Edwin A. Abbott
Oxford University Press, USA | 2006 | 176 páginas | PDF | 740 KB

slideshare.net





Flatland: A Parable of Spiritual Dimensions

(Oneworld Spiritual Classics)
Edwin A. Abbott

Oneworld Publications | 1995 | 160 páginas | 928 KB



on-line: geom.uiuc.edu

mat.ufmg.br (linkdireto)
online: .gutenberg.org
online: gutenberg.org

audio:archive.org

Planolândia: um romance de muitas dimensões
Edwin A. Abbott
(versão brasileira)

scribd.com
4shared.com

Versão em espanhol, on-line: sectormatematica.cl

sábado, 28 de fevereiro de 2009

Measuring What Counts: A Conceptual Guide for Mathematics Assessment


Mathematical Sciences Education Board, National Research Council

National Academies Press | 1993 | 236 páginas | PDF | 1,1 Mb

Livro on-line: books.nap.edu


To achieve national goals for education, we must measure the things that really count. "Measuring What Counts" establishes crucial research-based connections between standards and assessment. Arguing for a better balance between educational and measurement concerns in the development and use of mathematics assessment, this book sets forth three principles - related to content, learning, and equity - that can form the basis for new assessments that support emerging national standards in mathematics education.

sexta-feira, 27 de fevereiro de 2009

Chance, Luck, and Statistics


Horace C. Levinson

Dover Publications | 2001 | 384 páginas | PDF | 12 Mb

on-line: dspace.ucalgary.ca


Descrição: In simple, nontechnical language, this volume explores the fundamentals governing chance and applies them to sports, government, business, and other fields. Part I concerns the theory of probability in relation to superstitions, fallacies, and betting odds. Part II applies probability theory to statistics, including its relevance to warfare, sports, social problems, stocks, and other areas. "The style is clear and lively. The treatment ... is remarkably accurate. In short, it is a good book."--Scientific Monthly.

sábado, 21 de fevereiro de 2009

Slide Rule


On the history of Gunter's scale and the slide rule during the seventeenth century


Florian Cajori

University of California press | 1920

archive.org

The slide rule, with its many variations, has been vital to mathematics and engineering since its invention in the 17th century. Interest in this field has grown dramatically and collectors can still find much material at affordable prices. Unfortunately there has been little information available except for manufacturers manuals and catalogs, making this reprint of Cajori's classic particularly valuable. Also included with this reprint of the 1910 edition is Cajori's extensive article On the History of Gunter's Scale and the Slide Rule during the 17th Century, published by the University of California in 1920, which sets forth his subsequent findings. There is also a helpful explanatory introduction by Dr. Robert K. Otnes, editor of the Journal of the Oughtred Society. 

Outros livros de Florian Cajori on-line emarchive.org

A History of the Logarithmic Slide Rule and Allied Instruments and on the History of Gunter's Scale and the Slide Rule During the Seventeenth Century
Florian Cajori

Astragal Press | 1994 | PDF | 6 MB | 178 Páginas

DepositFiles.com


sexta-feira, 20 de fevereiro de 2009

The World of Mathematics



4 Volumes
James R. Newman

 George Allen & Unwin  | 1956 | Djvu | 9 + 7,7 + 24,3 + 23,8 Mb

Vol 1:

online: archive.org
4shared.com
depositfiles.com


Vol. 1 of a monumental 4-volume set includes a general survey of mathematics; historical and biographical information on prominent mathematicians throughout history; material on arithmetic, numbers and the art of counting, and the mathematics of space and motion. Includes commentary by noted mathematics scholar James R. Newman. Features numerous figures.


Vol 2:

4shared.com
depositfiles.com
depositfiles.com

pdf | 32,8 Mb
online: archive.org

Vol. 2 of a monumental 4-volume set covers mathematics and the physical world, mathematics and social science, and the laws of chance, with non-technical essays by and about scores of eminent mathematicians, economists, scientists, and others. Individual articles by Galileo Galilei, Gregor Mendel, Thomas Robert Malthus, and many more.  Includes numerous figures.


filefactory.com
rapidshare.com
depositfiles.com

pdf | 30,4 Mb
online: archive.org

Vol. 3 of a monumental 4-volume set covers such topics as statistics and the design of experiments, group theory, the mathematics of infinity, the unreasonableness of mathematics, the vocabulary of mathematics, and mathematics as an art. Includes contributions by Jacob Bernoulli, George Bernard Shaw, Bertrand Russell, Hans Hahn, Ernst Mach, Hermann Weyl, and many others.



Vol 4:

4shared.com
depositfiles.com

pdf | 25,1 Mb
online: archive.org

Vol. 4 of a monumental 4-volume set covers such topics as mathematical machines, mathematics in warfare, a mathematical theory of art, mathematics of the good, mathematics in literature, mathematics and music, and amusements, puzzles, and fancies. Individual contributions by A. M. Turing, Aldous Huxley, Sir James Jeans, Lewis Carroll, and other notables.