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Catalogue complet

Navigating Across Mathematical Cultures
And Times: Exploring The Diversity Of Di

Navigating Across Mathematical Cultures And Times: Exploring The Diversity Of Discoveries And Proofs

Springer Undergraduate Mathematics Series

SUMS Readings

This book offers an introduction to the nature of mathematics, its history, and some of the curious individuals who have shaped it. It explores a range of fundamental ideas that can be appreciated without prior mathematical training. &nbsp; Highlighting the human side of mathematics and its shared lineage with philosophy, the book embraces the subject’s colorful history, incorporating original source material in the main text. Based on a course taught to non-science majors, it is intended for anyone with an interest in mathematics—including those whose last experience with algebra was less than enjoyable.

The Unreasonable Elegance of Mathematics

Plato und die Mathematik – Die Mathematik und Plato

An accessible introduction to mathematical infinity for the endlessly curious &nbsp; Infinity has traditionally been a topic for philosophers, physicists, and artists, and it can be large, scary, or highly metaphorical. For mathematicians, however, infinity is not frightening or hopelessly abstract (though it is certainly big) but rather is a normal part of their work. In this guide, award-winning professor and author Edward R. Scheinerman offers an exploration of infinity for the curious. This is real math for real people, and you do not need a mastery of calculus to understand and enjoy it. &nbsp; Through witty and accessible prose, along with many illustrations, Scheinerman demonstrates how infinity is used in algebra, geometry, and logic, touching on hyperreal numbers, the hyperbolic plane, transfinite ordinals, and more. He ends each chapter with tantalizing questions to inspire readers toward further—infinite?—investigation. This book, by the author of The Mathematics Lover’s Companion, is for students, mathophiles, engineers, scientists, accountants—even people who fear mathematics!

Ten Mathematical Journeys

A Guide to Infinity

Robert Grosseteste, William of Auvergne, and Mathematical Infinity in the Thirteenth Century

The Wilderness of the Infinite

Plato, Whitehead, Aristotle

On Mathematics, Unity, and the Good

Synthese Library

This second of a two-volume book prolongs the inquiry of volume 1 by considering other examples apt to better illustrate the ideal of epistemic economy in mathematical recasting. The new examples are drawn from second-order definitions of real numbers and allow the comparison of three different approaches to the definition of these numbers: by domain extension, as ratios of magnitudes, and as bicimal developments. These definitions are presented in detail (by often going further than any available presentation) and compared with respect to their epistemic economy. In doing so, original results and insights are offered, such as a faithful and still consistent rephrasing of Frege’s definitions of reals, and an original and epistemically highly economical definition of real numbers as bicimal developments. This ensures the book is of interest to scholars and students in the philosophy of mathematics and logic.

The Real Numbers

Reals by Abstraction. An Inquiry about Epistemic Economy in Mathematics: Volume II

Huge Numbers

An Illustrated History

Pentagons and Pentagrams

Introduces Aristotelian realist philosophy of mathematics through the work of leading Australian mathematician and historian of ideas, James Franklin.

Connecting Philosophy of Mathematics, Ethics and Probability

The Necessities Underlying Reality

SATs Made Simple

Master Maths topics with ease
 Help children make progress in mathematics with this essential
 practice and revision title covering key knowledge and
 skills from the whole school year. Recap all the essential
 content, then check skills with practice questions and
 activities.

 Content is split into Number and place value, Addition and subtraction,
 Multiplication and division, Fractions, Measurement, and
 Geometry. And covers topics such as: counting forwards and backwards;
 Number bonds to 20; capacity and volume, 2D shapes, and many
 more!

 <ul>
 <li>Maths revision and practice workbook for Ages 5-6</li>
 <li>Structured practice and learning matched to the curriculum</li>

 <li>Recap key concepts and learn key content at the right level</li>

 <li>Check progress with practice questions (answers included)</li>

 </ul>
 

 Series Information
 Master English and maths with ease with these essential practice
 and revision titles covering key knowledge and skills from the
 whole school year. Recap all the essential content, then
 check skills with practice questions and activities. These
 practice and revision books for primary aged children make English
 and maths simple to understand and include lots of practice questions
 (with answers) to help children achieve mastery. Perfect
 for home-learning.

 Please visit www.scholastic.co.uk/learn-at-home for
 more information and to see other titles in this series.

Navigating Across Mathematical Cultures And Times: Exploring The Diversity Of Discoveries And Proofs

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