Москва: АСТ, 2017. — 310 с. — ISBN 978-5-17-085475-2. Галилео Галилей заметил, что Вселенная – это книга, написанная на языке математики. Автор полагает, что наш физический мир в некотором смысле и есть математика. Известный космолог, профессор Массачусетского технологического института приглашает читателей присоединиться к поискам фундаментальной природы реальности и ведет за...
New York: Dover Publications, 1990. — 196 p. This book is intended for people who like geometry when they first encountered it (and perhaps even some who did not) but sensed a lack of intellectual stimulus and wondered what was missing, or felt that the play was ending juts when the plot was finally becoming interesting. In this superb treatment, Professor Ogilvy demonstrates...
Dover Publications, 1982. — 112 p. Amateur puzzlists as well as students of mathematics and geometry will relish this rare opportunity to match wits with Archimedes, Euclid, Newton, Descartes, and other great mathematicians. Each chapter explores an individual type of geometric challenge, with commentary and practice problems, and reveals a milestone in the development of...
Изд. 2-е. — Ростов-на-Дону: Северный Кавказ, 1931. — 88 с. Повторение всех действий в пределах 100 Сложение в пределе 1000 Вычитание в пределе 1000 Умножение и деление на однозначное число в пределе 1000 Умножение и деление на многозначное число в пределе 1000 Меры длины О теме "План великих работ" (все действия в пределе 1000) Нумерация до миллиона Линии Прямоугольник и...
Изд. 2-е. — Ростов-на-Дону: Северный Кавказ, 1932. — 62 с. Измерительные навыки Числа первого десятка Сложение и вычитание в пределах 10 Фигуры и линии Нумерация в пределах 20. Сложение и вычитание без перехода через десяток. Сложение и вычитание в пределе 20 с переходом через десяток. Нумерация в пределах 100 Сложение и вычитание в пределе 100 без перехода через десяток....
Springer, 2016. — 509 p. This book contains a compendium of 25 papers published since the 1970s dealing with pi and associated topics of mathematics and computer science. The collection begins with a Foreword by Bruce Berndt. Each contribution is preceded by a brief summary of its content as well as a short key word list indicating how the content relates to others in the...
Corr. ed. — Copernicus, 1995. — 312 p. — ISBN: 038797993X. Journey through the world of numbers with the foremost authorities and writers in the field. John Horton Conway (1937 - 2020) and Richard K. Guy are two of the most accomplished, creative, and engaging number theorists any mathematically minded reader could hope to encounter. In this book, Conway and Guy lead the reader...
Oxford University Press, 2010. — 186 p. David Acheson's extraordinary little book makes mathematics accessible to everyone. From very simple beginnings he takes us on a thrilling journey to some deep mathematical ideas. On the way, via Kepler and Newton, he explains what calculus really means, gives a brief history of pi, and even takes us to chaos theory and imaginary numbers....
Mineola: Dover publications, Inc., 2011. — 160 p. When we learn, or teach, school mathematics we usually concentrate on one or two ideas at a time and try to master them in some paradigmatic form: that is, in the context of a standard problem framework which seems to capture the essential features of the relevant idea or technique. This is all perfectly reasonable. But a...
Hackensack: World Scientific Publishing, 2025. — 206 p. There is little opportunity in classrooms today for teachers to explore the amazing applications of mathematics outside the curriculum. This book is intended to show how mathematics manifests itself in areas that most people are unaware of. One can even revel in the history of how our number system evolved and how that has...
First Edition. — Penguin Books Ltd, 1966. — 224 p. — ISBN-10: 014020847X, ISBN-13: 978-0140208474. This is the fourth volume in the introducing mathematics series to the lay person. It is highly desirable that the opening pages of a book should give a potential reader some indication of the scope and purpose of the book, its level of difficulty and the knowledge that it...
New York: Grosset & Dunlap, 1971. — 168 p. This richly illustrated book is an amusing and rewarding explanation of the language of mathematics. The author builds on everybody's basic understanding of the mathematical process-from playing a game of billiards to planning a garden plot. Many elementary, as well as relatively advanced, aspects of the subject are discussed at a...
Oxford: Oxford University Press, 2023. — 192 p. — ISBN 019284508X. What makes mathematics so special? Whether you have anxious memories of the subject from school, or solve quadratic equations for fun, David Acheson's book will make you look at mathematics afresh. Following on from his previous bestsellers, The Calculus Story and The Wonder Book of Geometry, here Acheson...
A K Peters/CRC Press, 2025. — 336 p. — (AK Peters/CRC Recreational Mathematics Series). — ISBN 1032553839. The hexaflexagon is a folded paper strip of colored triangles that has long delighted people with how it “magically” changes its appearance when “flexed”. This hands-on, comprehensive book goes beyond the hexaflexagon , the standard version of this folded puzzle,...
Харьков; Киев: Универсальное научное издательство (Униздат), 1930. — 136 с. Теория и задачи с 243 чертежами в тексте. Эта книга излагает геометрические сведения в том объеме, в каком они проходятся в 5, 6 и 7 классах трудовой школы. Изложение представляет некоторые особенности, облегчающие усвоение предмета.