-
Recent Posts
- Ultraweak Luminescence Accompanying Biochemical Reactions – Vladimirov
- Cours D’ Hydraulique par B. Nekrassov
- Modèles Physiques Et Méthodes De La Théorie De L’ Équilibre En Programmation Et Économie by B. Razoumikhine
- Méthodes Mathématiques En Théorie De La Fiabilité – Principales caractéristiques de fiabilité et leur analyse statistique par Gnedenko, Beliaev, Soloviev
- Zoology – Textbook For 6th And 7th Forms – Shalayev, Rykov
-
Join 2,090 other subscribers
Archives
- Aerodynamics astronomy books chemistry children's books children's stories electronics engineering folk tales foreign languages publishing french geology history life sciences little mathematics library malysh publishers mathematics mir books mir publishers philosophy physics popular science problem books progress publishers raduga publishers science science for everyone soviet technology Éditions Mir
Meta
Trackers on the site…
There are trackers on the site apart from Wordpress Stats. If you don't know what trackers are, or wish not to be tracked go here http://donttrack.us to get tools which allow you to do so.Blogroll
Tag Archives: definition
What is distance? (Popular Lectures in Mathematics) – Shreider
In this post, we will see the book What Is Distance? by Yu. A. Shreider. This is part of Popular Lectures in Mathematics series. About the book This introduction to the theory of metric spaces carries the student through the … Continue reading
Posted in books, popular lectures in mathematics, soviet
Tagged definition, distance, elementary distance, experimental measurements, general definition, general distance, geodesics, mathematics, metric spaces, metrics, multi-dimensional spaces, norms, popular lectures in mathematics, soviet, space
1 Comment
Convex Figures and Polyhedra – Lyusternik
In this post, we will see the book Convex Figures And Polyhedra by L. A. Lyusternik. This book is a part of Topics in Mathematics series. About the book The theory of convex figures and polyhedra provides an excellent example of … Continue reading
Posted in books, mathematics, soviet, topics in mathematics
Tagged Aleksandrov’s Theorem, Blichfeldt’s Theorem, Brunn-Minkowski inequality, cauchy theorem, convex figures, convex polyhedra, convex solids, definition, isoperimetric problem, Levi’s Theorem, linear systems, mapping functions, mathematics, mean polygons, networks, plane filling, projections, Schwarz inequality, Steinitz Theorem, symmetric polyhedra, vectors
1 Comment