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Category Archives: mathematics
Foundations Of The Non Linear Theory Of Elasticity by V. V. Novozhilov
This book is based on a course of lectures given by the author in 1947 in the Mathematical-Mechanical Department of Leningrad National University. It is devoted to the exposition of the theory of elasticity without any assumptions restricting the magnitude … Continue reading
Posted in books, mathematics, physics
Tagged 1953, mathematical physics, mathematics, physics, soviet literature
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Introductory Mathematics For Engineers – Lectures In Higher Mathematics by A D. Myškis
Prof. Myškis’ Lectures on Higher Mathematics is a textbook designed to cover key mathematical concepts for engineering students and technical colleges. It emphasises fundamental ideas and their practical applications in specialised fields, presented in an intuitive and accessible manner without … Continue reading
Similarity And Dimensional Methods In Mechanics by L. I. Sedov
Dimensional analysis and similarity theory are essential in physics and engineering, particularly for designing and testing complex structures like airplanes, ships, and dams. These theories guide the conditions for model experiments and identify key parameters for fundamental effects and operations. … Continue reading
Little Mathematics Library – Complete!
Update (11 May 2024): We are very happy to inform you that as of now all the books listed here in this series are available!! We take stock of what we have and what remains to be had in the … Continue reading
Posted in books, little mathematics library, mathematics, mir books, mir publishers
Tagged little mathematics library, mir publishers, updates
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A Handbook Of Methods Of Approximate Fourier Transformation And Inversion Of The Laplace Transformation by V. I. Krylov; N. S. Skoblya
In this post, we will see the book A Handbook Of Methods Of Approximate Fourier Transformation And Inversion Of The Laplace Transformation by V. I. Krylov; N. S. Skoblya. About the book Harmonic analysis and the Laplace transformation are tools … Continue reading
Theory Of Oscillations by A. A. Andronow; C. E. Chaikin
In this post, we will see the book Theory Of Oscillations by A. A. Andronow; C. E. Chaikin. About the book The present work is a condensed version of one of the same title, published in 1937 in Russian and … Continue reading
Posted in mathematics, physics
Tagged approximations, mathematics, non-linear differential equations, oscillations, physics
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Algèbre Et Théorie Des Nombres par L. Koulikov
Dans cet article, nous verrons le livre Algèbre Et Théorie Des Nombres par L. Koulikov. À propos du livre Ces dernières années on a introduit dans les instituts pédagogiques un nouveau programme de cours unifié d’algèbre et de théorie des … Continue reading
Problems In Descriptive Geometry by Kh. Arustamov
In this post, we will see the book Problems In Descriptive Geometry by Kh. Arustamov. About the book Along with problems and typical solutions the book gives brief theoretical information, which is particularly valuable for students working without the guidance … Continue reading
Posted in mathematics, mir publishers, problem books
Tagged 1972, axonometric projections, civil engineering, descriptive geometry, engineering drawing, linear perspective, linear projection, mathematics, orthogonal projections, problem books, problems and solutions, projections, shadows
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Recueil De Problèmes De Géométrie Analytique Et D’ Algèbre Linéaire par L. Beklémichéva; A. Pétrovitch; I. Tchoubarov
Dans cet article, nous verrons le livre Recueil De Problèmes De Géométrie Analytique Et D’ Algèbre Linéaire par L. Beklémichéva; A. Pétrovitch; I. Tchoubarov. À propos du livre Le présent ouvrage est destiné aux étudiants des établissements d ’enseignement supérieur … Continue reading
Analyse Fonctionnelle Tome 1 et 2 – Opérateurs et fonctionnelles linéaires par L. Kantorovitch; G. Akilov
Dans cet article, nous verrons le livre Analyse Fonctionnelle (Tome 1 et 2) – Opérateurs et fonctionnelles linéaires par L. Kantorovitch; G. Akilov. À propos du livre L’ouvrage en deux tomes que nous proposons n’a pas l’ambition de couvrir tous … Continue reading
Posted in Éditions Mir, mathematics
Tagged 1981, équation adjointe, Equations fonctionnelles, espaces métriques et topologiques, Espaces normés, espaces normés ordonnés, espaces vectoriels, méthode de Newton, méthodes d’approximation, opérateurs adjoints et compacts, opérateurs et fonctionnelles linéaires, opérateurs intégraux, operateurs non lineaires, principe du point fix, représentation analytique des fonctionnelles, suites d’opérateurs lineaires
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