नजानू का रोमांच
अनुवादक संगमलाल मालविय
चित्रकार बोरीस कलऊशिन
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नजानू का रोमांच
अनुवादक संगमलाल मालविय
चित्रकार बोरीस कलऊशिन
You can get the book here and here.
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नजानू का रोमांच
अनुवादक सरस्वती हैदर
चित्रकार बोरीस कलऊशिन
You can get the book here and here.
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बच्चों के लिए एक रूसी लोक कथा
अनुवाद मदनलाल मधू
चित्रकार येव्गेनी रच्योव
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Envy by Yuri Olesha is a satirical novel that explores the tensions between the old and new Soviet society through the relationship between two main characters: Andrei Babichev, a successful and confident Soviet food industry manager, and Nikolai Kavalerov, a bitter and envious young man whom Babichev takes in. The novel contrasts Babichev’s embodiment of Soviet ideals—progress, collectivism, and industrial success—with Kavalerov’s disillusionment, individualism, and sense of alienation. Through Kavalerov’s envy and resentment, Olesha critiques the emotional and psychological costs of Soviet modernization and the loss of individual identity in a society driven by collective goals.
Translated by J. C. Butler
Designed by Mikhail Krakovsky
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THE present Collection of Problems is intended for students studying mathematical analysis within the framework of a technical college course. In the arrangement of the material, the style of the exposition and basic pedagogical tendencies the Collection is most suited to the widely used Course of Mathematical Analysis of A. F. Bermant. At the same time, since the book contains systematically selected problems and exercises on the main branches of a Technical College course of mathematical analysis, it forms a useful adjunct independently of the text-book on which the course is based.
Translated by D. E. Brown
Translation edited by Ian N. Sneddon
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Perestroika is commonly associated with the introduction of a new economic mechanism and the elimination of impediments to economic growth. At the same time emphasis is placed on the importance of “a strong social policy” and the revolutionary role of new thinking. In the process of perestroika we will have to reestablish —on a new foundation!—the economics-politics-culture triad, in which culture is both a highly important condition for the social reforms being carried out in this country and a guarantee of their quality.
This collection will give the foreign reader a chance to see for himself what serious changes are occurring in the social awareness of Soviet men and women due to perestroika . How are these changes revealed?
The battles of ideas being contested by economists, writers, philosophers, journalists, and ordinary readers responding to the ongoing debate in the newspapers and magazines stem not just from differing interests and perceptions of perestroika, but from discrepancies in the shaping of new thinking itself. Clearly, though, there is a trend towards liberation from dogmatism, bureaucratism, lies and half-truths. People are thinking and eagerly seeking the truth. The articles in this collection bear witness to that.
Translated from the Russian
Designed by Vladimir Gordon
Compiled by Galina Dzyubenko
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Contents
Valentin Tolstykh. In Place of a Foreword. Translated by Sharon Mckee 7
Look for Truth
We Need a New Vision of the World. An Interview with Chinghiz Aitmatov. Translated by Sharon Mckee 15
Look for Truth. An Interview with Alexander Alexandrov. Translated by Sharon Mckee 24
From a Position of Truth and Realism. An Interview with Yuri Afanasyev. Translated by Sharon Mckee 32
Nina Andreyeva. I Cannot Betray My Principles. Translated by Nadezhda Burova 44
The Principles of Perestroika: Revolutionary Thinking and Action. Pravda Editorial. Translated by Nadezhda Burova 57
Alexander Gelman. A Time to Gather Strength. Translated by Sharon Mckee 72
Vladimir Svirsky. History Is Silent. Translated by Sharon Mckee 81
Anatoly Golovkov and Alexei Pavlov. What All This Noise? Translated by Sharon Mckee 87
Yuri Karyakin. “Zhdanov Liquid” or Against Defamation. Translated by Paula Garb 96
Echoes Near and Far
Igor Dedkov. Literature and the New Way of Thinking. Translated by Nadezhda Burova 115
Echoes Near and Far. An Interview with Daniil Granin. Translated by Nadezhda Burova 136
Bulat Okudzhava. I Have Regained Hope. Translated by Nadezhda Burova 151
Readers’ Letters on Anatoly Rybakov’s Children of the Arbat. Translated by Nadezhda Burova 157
Olga Kuchkina. The Water of Life. Translated by Sharon Mckee 164
Olga Kuchkina. The Fierce Word. Translated by Nadezhda Burova 166
Yuri Burtin. “To You, Not of My Generation…”. Translated by Alex Miller 169
So What Can We Do?
Kirill Lavrov. So What Can We Do? Translated by Nadezhda Burova 197
Eldar Ryazanov. Why Did I Leave Television in the Era of Glasnost? Translated by Sharon Mckee 205
Alexei Simonov. A Time to Confess, not Preach. Translated by Sharon Mckee 216
Olga Martynenko. Vladimir Spivakov: A Conversation in the First Person. Translated by Sharon Mckee 222
Andrei Sakharov. I Believe in Reason. Translated by Sharon Mckee 229
Memory
Boris Pilnyak. The Hinterland. Translated by Sharon Mckee 233
Letters by Mikhail Bulgakov. Translated by Sharon Mckee 253
Alexander Kamensky. Color, Purity and Love: An Interview with Marc Chagall. Translated by Sharon Mckee 278
Arkady Strugatsky. As I Knew Him. Translated by Sharon Mckee 287
Notes 293
सोडा कैन कार में नजानू का रोमांच
अनुवादक सरस्वती हैदर
चित्रकार बोरीस कलऊशिन
You can get the book here and here.
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नाना के घर पर नजानु के शरारती रोमांच
अनुवाद योगेन्द्र नागपाल
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This publication is concerned with a series of questions in computer engineering: the power supply system of the high-speed electronic computer of the Academy of Sciences of the U.S.S.R.; new elements and units for computers; a method of control of the arithmetic unit; a method of selecting the required word from the dictionary in machine translation; and present-day computer terminology. The publication was drawn up by specialists in the design and working of electronic computers. Besides papers from the Institute of Precision Mechanics and Computer Engineering, this publication contains articles by authors from other organizations concerned with computer engineering.
Translated From the Russian by JANE STUART
Translation edited by J.P. CLEAVE and E.A. SOWAN
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CONTENTS
Editorial Note vii
O. K. Shcherbakov The Lower Supply System of BESM (the high-speed electronic computer of the Academy of Sciences of the U.S.S.R.) 1
F. V. Maiorov Digital Integrating Machines (Differential Analyzers) 22
P. P. Golovistikov Dynamic Flip-Flops and Their Use in Parallel Action Computers 96
E. A. Voikov A Method of Automatic Monitoring of a Serial Arithmetic Unit 134
L. N. Korolev Methods of Selecting the Required Word from a Dictionary 139
K. Ya. Matyukhin and O. V. Rosnitskii The Role of the Ferrite Core in a Matrix Storage Unit 143
Yu. N. Glukhov and O. V. Rosnitskii Reliability of a Matrix-Type Magnetic Store with Linear Selection 158
E. I. Limonov Basic Nomenclature and Definitions in Automatic Digital Computer Engineering 170
In this post, we will see the book from the series Little Mathematics Library titled The Euler Characteristic by Yu. A. Shashkin.
This booklet gives proofs of Euler’s famous formula for convex polytopes and of its analogues for other figures (planes, spaces and polygons). The formulas bring the reader naturally to the notion of Euler’s characteristic. Two definitions of the notion are given and their equivalence is proved. The part played by the Euler characteristic in different geometrical problems, i.e. in the decomposition of planes and spaces, in calculating areas, in coverings of spheres, is discussed.
The book is intended for senior pupils, junior college and university students and all lovers of mathematics.
Translated from the Russian
by Vladimir Shokurov
First published 1989
Revised from the 1984 Ruasian edition
Many, many thanks to the Anonymous uploader who commented on the Mirtitles blog!
This is a cleaned/optimised version from the original scan.
You can get the book here and here
Versión en español aqui and aqui
This was the last remaining volume of the Little Mathematics Library, it is now complete!
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Contents
Preface 6
1. Euler’s Formulas for a Straight Line and a Plane 8
2. What is the Euler Characteristic? 14
3. The Euler Characteristic for Polygons 21
4. The Euler Characteristic and the Sum of the Exterior Angles of a Polygon 31
5. Applying the Euler Characteristic to Calculation of Areas 36
6. Euler’s Formula for Space 42
7. Euler’s Formula for Convex Polytopes and Its Consequences 47
8. Axioms of the Euler Characteristic 55
9. Proof of the Existence of the Euler Characteristic 62
10. The Equivalence of the Two Definitions of the Euler Characteristic 68
11. Elementary Figures on the Sphere and Their Euler Characteristics 78
12. Further Applications of the Euler Characteristic 82
Solutions, Hints and Answers 89
References 96
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Preface 6
1. Systems of Linear Equations and Their Solutions 7
2. Matrices and Their Elementary Transformations 11
3. A Method for Solving Systems of Linear Equations 22
4. The Rank of a Matrix 31
5. The Theorem on Principal Unknowns 39
6. Fundamental Systems of Solutions 48
Answers 56
Solutions 60