Category Archives: little mathematics library

Little Mathematics Library – Systems of Linear Inequalities

In the Little Mathematics Library series we now come to  Systems of Linear Inequalities by A. S. Solodovnikov. The book tells about the relation of systems of linear inequalities to convex polyhedra, gives a description of the set of all … Continue reading

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Little Mathematics Library – The Method of Coordinates

The size and aim of the book has forced us to restrict ourselves to an account of the basic facts about the method of coordinates and its simplest applications. In the Little Mathematics Library series we now come to Method … Continue reading

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Little Mathematics Library – Plotting Graphs

The graph of the sine, wave after wave, Flows along the axis of abscissas… (FROM STUDENT LORE) In the Little Mathematics Library series we now come to Plotting  Graphs by G. E. Shilov. We have already seen another book by … Continue reading

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Little Mathematics Library – Inequalities

In the Little Mathematics Library series we now come to Inequalities by P. P. Korovkin. In this booklet the author did not pursue the aim of presenting the  basic properties of inequalities and made an attempt only to familiarize students … Continue reading

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Little Mathematics Library – The Fundamental Theorem of Arithmetic

In the Little Mathematics Library series we now come to Fundamental Theorem of Arithmetic by L. A. Kaluzhnin. In this booklet, Prof. Kaluzhnin deals with one of the fundamental propositions of arithmetic of rational whole numbers – the uniqueness of … Continue reading

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Little Mathematics Library – Elements of Game Theory

In the Little Mathematics Library series we now come to Elements of  Game Theory by Ye. S. Venttsel. This book treats in a popular manner the elements of game theory and some methods for solving matrix games. It contains almost … Continue reading

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Little Mathematics Library – Dividing A Line Segment in Given Ratio

There is no branch of mathematics such that one could have the right to say: “I have complete knowledge of this”. The most elementary problem has hidden in it unexpected connections with other problems, and this process of going deeper … Continue reading

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