Tag Archives: mir

Elementary Physics: Problems and Solutions – Gurskii

Posted on January 20, 2017 by

In this post we will see the book Elementary Physics: Problems and Solutions by I. P. Gurskii The book is intended for those preparing for university entrance examinations in physics. The contents and sequence of topics are in keeping with … Continue reading →

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Little Mathematics Library- An Unusual Algebra

Posted on February 6, 2016 by

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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Problems in Higher Algebra – Faddeev, Sominsky

Posted on February 1, 2013 by

In this post we will see Problems in Higher Algebra – Faddeev, Sominsky   This book of problems in higher algebra grew out of a course of instruction at the Leningrad State University and the Herzen Pedagogical Institute. It is designed … Continue reading →

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Problems and Exercises in the Calculus of Variations – Krasnov, Makarenko, Kiselev

Posted on February 1, 2013 by

In this post we will see Problems and Exercises in the Calculus of Variations by M. L. Krasnov, G. I. Makarenko, A. I. Kiselev . The calculus of variations is one of the most important divisions of classical mathematical analysis … Continue reading →

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Gantmacher – Lectures in Analytical Mechanics

Posted on February 1, 2013 by

We now come to Lectures on Analytical Mechanics by F. Gantmacher. The course of analytical mechanics is a foundation supporting such   divisions of theoretical physics as quantum mechanics, the special   and general theories of relativity, and so forth. … Continue reading →

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Bugrov, Nikolsky – Fundamentals of Linear Algebra and Analytical Geometry

Posted on February 1, 2013 by

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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Gusev, Litvinenko, Mordkovich – Solving Problems in Geometry

Posted on February 1, 2013 by

In this post we will see the book  Solving Problems in Geometry by V. Gusev, V. Litvinenko, A. Mordkovich. This book is intended for students at pedagogical (teacher training) institutes majoring in mathematics or in mathematics and physics. It has … Continue reading →

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