Problems in Mathematical Analysis – Demidovich (Ed.)

We now come to Problems in Mathematical Analysis edited by B. P. Demidovich. The list of authors is G. Baranenkov, B. Demidovich, V. Efimenko, S. Kogan, G. Lunts, E. Porshneva, E. Sychera, S. Frolov, R. Shostak and A.  Yanpolsky.

Problems in Mathematical Analysis

This collection of problems and exercises in mathematical analysis
covers the maximum requirements of general courses in higher
mathematics for higher technical schools. It contains over 3,000
problems sequentially arranged in Chapters I to X covering branches
of higher mathematics (with the exception of analytical geometry)
given in college courses. Particular attention is given to the most
important sections of the course that require established skills
(the finding of limits, differentiation techniques, the graphing of
functions, integration techniques, the applications all of definite
integrals, series, the solution of differential equations).

Since some institutes have extended courses of mathematics, the
authors have included problems on field theory, method, and the
Fourier approximate calculaiions. Experience shows that problems
given in this book not only fully satisfies the number of the
requirements of the student, as far as practical mastering of the
various sections of the course goes, but also enables the instructor
to supply a varied choice of problems in each section to select
problems for tests and examinations.

Each chapter begins with a brief theoretical introduction that
covers the basic definitions and formulas of that section of the
course. Here the most important typical problems are worked out in
full. We believe that this will greatly simplify the work of the
student. Answers are given to all computational problems; one
asterisk indicates that hints to the solution are given in the
answers, two asterisks, that the solution is given. The are
frequently illustrated by drawings.

This collection of problems is the result of many years of teaching
higher mathematics in the technical schools of the Soviet Union. It
includes, in addition to original problems and examples, a large
number of commonly used problems.

This book was translated from the Russian by George Yankovsky. The  book was published by first Mir Publishers in 1970.

All credits to the original uploader.

Thanks Siddharth for providing the link.

PDF | OCR | 15.2 MB | Pages: 511 |

Update 13 May 2018: The Internet Archive link

and here

You can get the book here
For magnet / torrent links go here.
Password if needed: mirtitles

4-shared link here

Password, if required, for 4shared files:

www.mirtitles.org

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Mathematical Logic – Ershov, Palyutin

In this post we will see Mathematical Logic by Yu. L. Ershov,  E. A. Palyutin.

Ershov-Palyutin-Mathematical_Logic-fc copy

This book presents in a systematic way a number of topics in modern
mathematical logic and the theory of algorithms. It can be used as
both a text book on mathematical logic for university students and
a text for specialist courses. The sections corresponding to the
obligatory syllabus (Sections 1 to 9 of Chapter 1,without the small
type, Sections 10 and 11 of Chapter 2, Sections 15 and 16 of Chapter
3,Sections 18 to 20, 22 and 23 of Chapter 4 and Section 35of Chapter 7) are written more thoroughly and in more detail than the sectionsrelating to more special questions.
The exposition of the propositional calculus and the calculus of predicates is not a conventional one, beginning as it does with a study of sequential variants of the calculi of natural deduction( although the traditional calculi, referred to as Hilbertian ,also appears here). The reasons for this are:
A) the possibility of providing a good explanation of the meaning of all the rules of inference;
B) the possibility of acquiring more rapidly the knack of making formal proofs;
C) a practical opportunity of making all the formal proofs necessary in the course for these calculi.

This book was translated from the Russian by Vladimir Shokurov. The book was published by first Mir Publishers in 1984.

All credits to the original uploader.

DJVU | OCR | 4.3 MB | Pages: 302 |

Update 31 May 2018: Added Internet Archive link

and here

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A Problem Book in Algebra – Krechmar

In this post we will see A Problem Book in Algebra by   V. A. Krechmar.

krechmar

This book contains 486 problems in various fields of algebra with
solutions for the problems.

This book was translated from the Russian by Victor Shiffer and the
translation was edited by Leonid Levant. The book was published by
first Mir Publishers in 1974 and reprinted in 1978.

All credits to the original uploader.

Get the book here.

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Selected Problems and Theorems in Elementary Mathematics – Shklyarsky, Chentsov, Yaglom

In this post we will see Selected Problems and Theorems in
Elementary Mathematics – Arithmetic and Algebra by D. O. Shklyarsky,  N. N. Chentsov and I. M. Yaglom. This is another book in the  Problems and Solutions series.

Shklyarsky-Chentsov-Yaglom-Selected_Problems_and_Theorems_in_Elementary_Mathematics

This book contains the conditions of problems, the answers and hints  to them and the solutions of the problems. The conditions of the most difficult problems are marked by stars.

We recommend the reader to start with trying to solve without
assistance the problem he is interested in. In case this attempt
fails he can read the hint or the answer to the problem, which may
facilitate the solution, Finally, if this does not help, the
solution of the problem given in the book should be studied. However, for the starred problems it may turn out to be appropriate to begin with reading the hints or the answers before proceeding to solve the problems.

Most of the problems in the book are independent of one another
except those in the last two sections (“Complex Numbers” and
“Several Problems in Number Theory”) where the problems are more  closely interrelated.

It is advisable to choose a definite section ot the book and to spend some time on solving the problems of that section. Only alter that (this does not of course mean that all the problems or most of the problems must necessarily be solved) should the reader pass to another section and so on. However, the order in which the sections are arranged in the book may not be followed. The solutions of some
problems include indications concerning possible generalisations of the conditions of the problems. The reader is advised to think of similar generalizations for other problems; it is also interesting to try to state new problems akin to those collected in this book.

This book was translated from the Russian by V. M. Volosov and
I. G. Volosova. The book was published by first Mir Publishers in
1978.

All credits to the original uploader.

PDF | 15.3 MB | Pages: 432 | Bookmarked | OCR
You can get the book here

and here

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Problems In Calculus Of One Variable – Maron

We now come to Problems in Calculus of One Variable (With Elements  of Theory) by Issac A. Maron

 I A Maron

This textbook on mathematical analysis is based on many years’
experience of lecturing at a higher technical college. Its aim is to
train the students in active approach to mathematical exercises, as
is done at a seminar. Much attention is given to problems improving
the theoretical background. Therefore standard computational
exercises are supplemented by examples and problems explaining the  theory, promoting its deeper understanding and stimulating precise  mathematical thinking. Some counter examples explaining the need for  certain conditions in the formulation of basic theorems are also  included.

The book is designed along the following lines. Each section opens
with a concise theoretical introduction containing the principal
definitions, theorems and formulas. Then follows a detailed solution
of one or more typical problems. Finally, problems without solution
are given, which are similar to those solved but contain certain
peculiarities. Some of them are provided with hints.

These sections should prove of interest to the inquiring student,
and possibly also to lecturers in selecting material for classwork
or seminars.

This book was translated from the Russian by Leonid Levant. The book was published by first Mir Publishers in 1973. The book is still in print in Indian edition by CBSPD.

All credits to the original uploader.

DJVU | 4.2 MB | Pages: 453 | Cover | OCR
You can get the book here. and here

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Love and Mathematics: Sofya Kovalevskaya – Kochina

In this post we will see a biography of Soviet woman mathematician
by the title Love and Mathematics: Sofya Kovalevskaya  by Pelageya  Kochina. This book was edited by A. Yu. Ishlinsky and
Z. K. Sokolovskaya.

                 sofya

The sheer personality of Sofya Kovalevskaya, the renowned Russian  woman mathematician, was so remarkable, multifaceted, and  interesting that the great Norwegian playwright Henrik Ibsen said to  write her biography would need a poem. My aim in writing this book  is different and somewhat more modest: it is to present the basic  information about her life from the numerous sources available.

This book was translated from the Russian by Michael Burov. The
book was published by first Mir Publishers in 1985.

All credits to the original uploader.

Thanks for Mir1 for providing this link

Get the book here and here

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Theoretical Physics – Kompaneyets

We now come to Theoretical Physics by A. S. Kompaneyets.

This book is intended for readers who are acquainted with the course of general physics and analysis of nonspecializing institutions of higher education. It is meant chiefly for engineer-physicists, though it may also be useful to specialists working in fields associated with physics chemists, physical chemists, biophysicists, geophysicists, and astronomers.

On the whole, the book is mainly intended for the reader who is interested in the physics of elementary processes. These considerations have also dictated the choice of material; as in all nonencyclopaedic manuals, this choice is inevitably somewhat subjective.

The book was translated from the Russian by George Yankovsky and this edition was published by the Foreign Languages Publishing house in 1961. There is also A Course of Theoretical Physics in 2 Volumes: Volume 1 Fundamental Laws and Volume 2 Statistical Laws by the same author published by Mir in 1978.

               

We may see these 2 volumes in some time, till then get the book (2nd Edition) from the wonderful Internet Archive. and here

(PDF | DJVU | EPUB | Kindle | Full text |Magnet |  or Read Online!)

With so many options to get the book, no other links (filecloud, TPB, 4shared) are added. If you must, then add new links in the comments.

All credits to Osmania University for making this book available in the public domain.

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Posted in books, foreign languages publishing, mir books, physics, science | Tagged , , , , , , , , | 25 Comments

Submitting Links for New Books

Since we have quite a few people who are submitting links for books which are not yet posted. This post is specially for these books.

Please post all the links to the books that have not been posted so far as comments to this post. For the books that have been posted already, please post alternate links in the comments of those posts, and they will be put up along side the existing links.

If you have any other suggestions regarding this please let us know. For the book translation purpose we might get a media-wiki type server soon.

Rajam Says:

Found some soviet books.
Baby animals Raduga
Laboratory exercises in general Chemistry, Semishin, peace publishers
Radio Recievers, V.Barkan, V.Zhdanov MIR
the theory of elasticty filoneko borodich
V sukhomlinsky on education raduga
password: mirtitles

 

 

Posted in books, mir books, mir publishers, soviet, used books | 53 Comments

Yakov Perelman – New Links

New (magnet/ torrent/ direct) links  (TPB and IA and 4shared: this is the order of links for each file) for Yakov Perelman’s books.  Will also update the new links in the original posts soon, the old links (filecloud) are working as well.

Algebra Can Be Fun here and here and here.

Astronomy for Entertainment here and here and here.

Fun With Maths and Physics here and here and here.

Figures for Fun here and here and here.

Physics for Entertainment   Vol 1 and 2 here | Vol 1 here and Vol 2 here | Vol 1 here and Vol 2 here.

Thanks to Biju for 4shared links.

Password, if required, for 4shared files: http://www.mirtitles.org

Please share and seed and report if there are any problems.

Posted in astronomy, books, mathematics, mir books, mir publishers, physics, science | Tagged , | 19 Comments

Update – Piskunov

New links / magnet links for N. Piskunov Differential and Integral Calculus have been created. These links have also been added to the original post.

Link 1 at The Internet Archive (direct link and torrent) here.

(We are trying the wonderful Internet Archive with this post, if it goes well with us, we will have alternative links there.)

Link 2 at TBP here.

Check and let me know if there are any problems.

Posted in books, mathematics, mir books, mir publishers | Tagged , , , , | 6 Comments