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Category Archives: mir publishers
Updates…
Physics for Everyone series has been upped, with improved versions (single page, ocr, covers, pagination and bookmarked). Links in the originals posts have also been updated. Check the files and report problems if any. Physics for Everyone – Motion and … Continue reading
Posted in books, mir books, mir publishers, physics, physics for everyone
Tagged books, kitaigorodsky, landau, mir, physics
6 Comments
Mathematical Models of Electric Machines – I. P. Kopylov
The book covers topics devoted to the application the electronic computers to the solutions of problems in electro-mechanics. It is expected that the reader is already familiar with computer programming, and algorithmic languages. The author’s objective is to teach the … Continue reading
Posted in books, mathematics, mir publishers, science
Tagged differential equations, electric, electromechanics, energy, machines, mathematical models
15 Comments
Integeral and Differential Calculus – N. Piskunov
Piskunov’s book is considered to be a classic. This text is designed as a course of mathematics for higher technical schools. It contains many worked examples that illustrate the theoretical material and serve as models for solving problems. The first … Continue reading
Posted in books, mathematics, mir books, mir publishers
Tagged calculus, differential, integral, piskunov
49 Comments
Little Mathematics Library – Remarkable Curves
In the Little Mathematics Library series we now come to Remarkable Curves, by a very remarkable author A. I. Markushevich. I am saying that he is remarkable as he has many good books under his sleeve, some of which we … Continue reading
Posted in little mathematics library, mathematics, mir publishers, physics
Tagged archimedes, catenary, conic sections, curves, cycloid, exponential, graphs, hyperbola, involute, logarithmic, parabola, pascal, spiral, theorem
12 Comments
Little Mathematics Library – Proof In Geometry
We now come to Proof in Geometry in by A. I. Fetisov in the Little Mathematics Library series. The Introduction of the book says: The pupils often fail to understand why truths should be proved that seem quite evident without … Continue reading
Posted in books, little mathematics library, mathematics, mir publishers
Tagged geometric proofs, geometry, meaning, mistakes, proof, propositions, topics in mathematics
19 Comments
Little Mathematics Library – The Monte Carlo Method
We now come to The Monte Carlo Method by I. M. Sobol in the Little Mathematics Library series. The book has a random number table as one of the appendices, which is sort of out dated, when we have access … Continue reading
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
Posted in books, little mathematics library, mathematics, mir publishers
Tagged algebra, induction, mathematics, proof, theorems
14 Comments
Little Mathematics Library – Stereographic Projection
We now come to another book in the Little Mathematics Library titled Stereographic Projection by B. A. Rosenfeld and N. D. Sergeeva. As the title suggests the book deals with projections on planes. The present booklet is devoted to proofs … Continue reading
Posted in books, little mathematics library, mathematics, mir publishers
Tagged complex numbers, geometry, inversion, lobachevskian, projection, spherical, stereographic
4 Comments
Little Mathematics Library – Method of Successive Approximations
In the Little Mathematics Library we now come to Method of Successive Approximations by N. Ya. Vilenkin. As the title suggests the book has to do with approximation methods, but what kind of approximations and for what kind of use … Continue reading
Little Mathematics Library – Pascals Triangle
In continuing from the last post on Post’s Machine by V. A. Uspenskii (sometimes Uspensky) we come to another volume by him titled Pascals’s Triangle. The book opens with an interesting note The reader who is not familiar with Pascal’s … Continue reading