Tag Archives: algebra

Little Mathematics Library- An Unusual Algebra

The next book on LML series is here. An Unusual Algebra by I.M.Yaglom Translated from the Russian by G. Volosova.   About The present book is based on the lecture given by the author to senior pupils in Moscow on the 20th of April … Continue reading

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Mathematics Can Be Fun – Yakov Perelman

This one was long pending: Mathematics Can Be Fun by Yakov Perelman To read and enjoy this book it will suffice to possess a modest knowledge of mathematics, i.e. a knowledge of the rules of arithmetic and elementary geometry. Very … Continue reading

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Problems in Higher Mathematics – Minorsky

In this post we will see Problems in Higher Mathematics by V. P. Minorsky. About the book: The list of topics covered is quite exhaustive and the book has over 2500 problems and solutions. The topics covered are plane and … Continue reading

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Problems in Elementary Mathematics – Lidsky, Ovsyannikov, Tuliakov, Shabunin

In this post we will see another problem book in mathematics titled Problems in Elementary Mathematics by V. Lidsky, L. Ovsyannikov, A. Tuliakov and M. Shabunin. This book is written by a group of Soviet mathematicians under the guidance of … Continue reading

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Bugrov, Nikolsky – Fundamentals of Linear Algebra and Analytical Geometry

We now come to Fundamentals Of Linear Algebra And Analytical Geometry by Ya. S. Bugrov, S. M. Nikolsky. The present book is the first part of our three-part textbook Higher-Mathematics. We deal here with the fundamentals of the theory of … Continue reading

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Yakov Perelman – Algebra Can Be Fun

We now come to Algebra can be fun by Yakov Perelman. This book has been translated into many Indian Languages. As with other Perelman books this book also has many editions. From the Preface This is not an easy-reading text … Continue reading

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Little Mathematics Library – The Method of Mathematical Induction

In the Little Mathematics Library we now come to the book called The Method of Mathematical Induction by I. S. Sominsky (aka Sominskii). In the foreword it is said: The method of mathematical induction, which is the subject of this … Continue reading

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