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Tag Archives: mathematics
Multicolor Problems ( Mathematical Conversations Part 1) – Dynkin, Uspenskii
In this post, we will see the book Multicolor Problems ( Mathematical Conversations Part 1) by E. B. Dynkin and V. A. Uspenskii. About the book Multicolor Problems is a translation of Part One of Mathematical Conversations by E. B. … Continue reading
Random Walks ( Mathematical Conversations Part 3) – Dynkin, Uspenskii
In this post, we will see the book Random Walks ( Mathematical Conversations Part 3) by E. B. Dynkin and V. A. Uspenskii. About the book Random Walks is a translation of Part Three of Mathematical Conversations by E. B. … Continue reading
Foundations Of Combinatorial Topology – Pontryagin
In this post, we will see the book Foundations Of Combinatorial Topology by L. S. Pontryagin. About the book This book represents essentially a semester course in combinatorial topology which I have given several times at the Moscow National University. … Continue reading
Posted in books, mathematics, soviet
Tagged betti numbers, complex, continuous mappings, euler characteristic, fixed point theorems, invariance, lemmas, mappings, mathematics, polyhedrons, simplex, soviet, theorems, topology
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Mathematical Problems And Puzzles from the Polish Mathematical Olympiads (Popular Lectures in Mathematics Vol 10) – Straszewicz
In this post, we will see the book Mathematical Problems And Puzzles from the Polish Mathematical Olympiads by S. Straszewicz. This book is volume 10 of Popular Lectures in Mathematics series. About the book THIS book is a translation of … Continue reading
Posted in books, mathematics, popular lectures in mathematics
Tagged algebra, arithmetic, circles, constructions, fractions, geometrical magnitudes, geometry, inequalities, integers, lines, loci, mathematical puzzles, mathematics, maxima, minima, olympiad, polish, polygons, polynomials, problem books, properties, proving theorems, triangles, trigonometry
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One Hundred Problems In Elementary Mathematics (Popular Lectures in Mathematics Vol. 7)- Steinhaus
In this post, we will see the book One Hundred Problems In Elementary Mathematics by Hugo Steinhaus. his book is volume 7 of Popular Lectures in Mathematics series. About the book This booklet is an answer to a challenge: a … Continue reading
Posted in books, mathematics
Tagged chess, circles, dr. abracadabracus, elementary, ellipses, equations, inequalities, mathematics, non-practical, numbers, points, polish, polygons, polyhedra, popular lectures in mathematics, practical, problem book, pursuit, solutions, spheres, volleyball
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Elements of Number Theory – Vinogradov
In this post, we will see the book Elements Of Number Theory by I. M. Vinogradov. About the book (from the author) In my book I present a systematic exposition of the funda mentals of number theory within the scope … Continue reading
Posted in books, mathematics, soviet
Tagged composite modulus, congruences, congruences of second degree, continued fractions, divisibility theory, Euclid’s Algorithm, Euler Function, fermat's theorem, mathematics, Mobius Function, number theoretical functions, number theory, prime numbers, primitive indices, primitive roots, residues, soviet
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Infinite Series Ramifications (Pocket Mathematical Library Course 4) – Fichtenholz
In this post, we will see the book Infinite Series Ramifications by G. M. Fichtenholz. This book is the Course 4 of the Pocket Mathematical Library series. About the book The present volume of The Pocket Mathematical Library continues the … Continue reading
Posted in books, mathematics
Tagged arithmetic means, computations on series, convergent series, divergent series, double series, euler transformations, interated series, mathematics, method of borel, method of euler, numerical series, operations on series, pocket mathematical library, power series, soviet, summation, toeplitz's rule
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Mathematical Games And Pastimes (Popular Lectures In Mathematics Vol 10)- Domoryad
In this post, we will see the book Mathematical Games And Pastimes (Popular Lectures In Mathematics Vol 10) by A. P. Domoryad. About the book The greater part of this book is devoted to classical games. The first few chapters … Continue reading
Posted in books, mathematics, popular lectures in mathematics
Tagged arrangement of points, board problems, chess problems, combinatorics, congruences, construction of curves, continued fractions, drawing with one stroke of pencil, euler squares, game of fifteen, hamilton's game, indeterminate equations, logical problems, magic squares, mathematical borders, mathematical games, mathematical puzzles, mathematics, meleda, notations, numerical giants, numerical tricks, paper mathematics, piles of objects, problems about jumpers, problems of josephus flavius, proofs, rapid calculations, recreational, recutting figures, regular polygons, solitaire, solutions, soviet, strip of paper, symmetry, tessellations, time tables
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How to Construct Graphs? – Shilov and Simplest Maxima Minima Problems – Natanson
In this post, we will see a double book How To Construct Graphs by G. E. Shilov And Simplest Maxima And Minima Problems by I. P. Natanson. These two books are part of the Topics in Mathematics series. About the … Continue reading
Posted in books, mathematics, soviet, topics in mathematics
Tagged algebra, applications, by points, construction, first degree, functions, fundamental theorem, graphs, graphs by division, graphs by multiplication, high school, mathematics, maxima, maximum values, minima, parabolas, quadratic trinomial, second degree, soviet, topics in mathematics
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Number Systems – Fomin
In this post, we will see the book Number Systems by S. V. Fomin. This books is a part of the Popular Lectures in Mathematics series. About the book The most common language of numbers, the decimal system, has not … Continue reading
Posted in books, history, mathematics, popular lectures in mathematics, soviet
Tagged binary number system, decimal number system, history, mathematics, non-positional number systems, number systems, numbers, popular lectures in mathematics, positional number systems, round numbers, soviet, telegraphy, ternary number systems, test for divisibility, translations of number systems, unrounded numbers
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