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Category Archives: mathematics
Eléments De Mathématiques Appliquées – Zeldovitch, Mychkis (Français)
Dans cet article, nous verrons le livre Eléments De Mathématiques Appliquées par Yakov Zeldovitch et Anatole Mychkis. À propos du livre En France les mathématiques et la physique mathématique se distinguent par de belles traditions et des réalisations remarquables. Cauchy, … Continue reading
Posted in books, Editorial Mir, french, mathematics, mir books, mir publishers
Tagged Équations Différentielles, calcul des probabilites, calcul des variations, calculer electroniques, complements d'equations differentielles, dérivées partielles, fonction de dirac, fonction delta de dirac, fonctions, fonctions d'une v ariable complexe, français, intégrales, intégrales impropres, intégration et dérivation, intégration numérique, mathématiques, méthodes numériques, ordinateurs, probabilité, produit vectoriel et rotation, series, théorie des champs, transformation de fourier, variables complexes, vecteurs
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Higher Mathematics For Beginners And Its Application To Physics – Zeldovich
In this post, we will see the book Higher Mathematics For Beginners And Its Application To Physics by Ya. B. Zeldovich. About the book The title of this book gives the clue to our main aim, which is to initiate … Continue reading
Puntos Fijos (Lecciones Populares De Matemáticas) – Shashkin (Español)
En este post, veremos el libro Puntos Fijos (Lecciones Populares De Matemáticas)- por Yu. Shashkin. (Fixed Points) Sobre el libro La teoría de los puntos fijos encuentra sus raíces en el trabajo de Poincaré, Brouwer y Sperner y hace un … Continue reading
Posted in books, Editorial Mir, mathematics, popular lectures in mathematics, soviet
Tagged combinatorio, conbinatorio, Editorial Mir, Español, Homeomorfismos., Homotopia, Lecciones Populares De Matemáticas, Lema de Sperner, Retracción, teorema de Brouwer, Transformaciones continuas
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Característica Euleriana (Lecciones Populares De Matemáticas) – Yu. Shashkin (Español)
En este post, veremos el libro Característica Euleriana (Lecciones Populares De Matemáticas) por Yu. Shashkin. (Euler Characteristic) Sobre el libro Este folleto da pruebas de la famosa fórmula de Euler para politopos convexos y de sus análogos para otras figuras … Continue reading
L’algèbre Récréative (Science Pour Tous) – Yakov Pérelman (Perelman)
Dans cet article, nous verrons le livre L’algèbre Récréative par Yakov Pérelman. À propos du livre II ne faut pas considérer ce livre comme un manuel d’ « algèbre facile >> pour débutants. Comme mes autres ouvrages de la même … Continue reading
Posted in books, Editorial Mir, french, l’arithmétique, mathematics, mir books, popular science, Science Pour Tous
Tagged Equations du second degré, histoire des mathématiques, L'algèbre, Les équations de Diophante, Les nombres de Pythagore, logarithmes, mathématiques, Maximums et minimums, Nombres infinis, nombres premiers, problème d'Euler, Progressions, récréative, yakov perelman
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The Physics Of Rocks – Rzhevsky, Novik
In this post, we will see the book The Physics Of Rocks by V. Rzhevsky and G. Novik. About the book This book treats the fundamentals of a new branch of mining science — rock physics. It defines the subject, … Continue reading
Selected Problems In Discrete Mathematics – Gavrilov, Sapozhenko
In this post, we will see the book Selected Problems In Discrete Mathematics by G. P. Gavrilov; A. A. Sapozhenko. About the book This collection of problems is intended as an accompaniment to a course on discrete mathematics at the … Continue reading
Posted in books, computers, mathematics, mir books, mir publishers, soviet
Tagged algorithm theory, boolean functions, closed classes, coding theory, combinatorial analysis, completeness, discrete mathematics, finite automata, graphs, k-valued logics, mathematics, mir publishers, networks, problem book
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Mathematical Handbook – Higher Mathematics – Vygodsky
In this post, we will see the book Mathematical Handbook – Higher Mathematics by M. Vygodsky. We had earlier seen the Mathematical Handbook – Elementary Mathematics by the same author. About the book This handbook is a continuation of the … Continue reading
Posted in books, mathematics, mir books, mir publishers
Tagged analysis, biography of mathematicians, calculus, curves, development of mathematical concepts, differential equations, differentiation, Differentiation and Integration of Functions of Several Variables, double integrals, functions, geometrical interpretation, history, history of mathematics, infinite series, integrals, integration, invariants, limits, logarithms, mathematical analysis, mathematical handbook, mathematicians, plane analytic geometry, Plane and Space Curves, remarkable curves, scalar product, series, solid analytic geometry, system of equations, taylor's series, trigonometry, triple integrals, vectors
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Kinetic Theory Of Nonideal Gases And Nonideal Plasmas – Klimontovich
In this post, we will see the book Kinetic Theory Of Nonideal Gases And Nonideal Plasmas by Yu. L. Klimontovich. About the book The book consists of three parts. The first part is devoted to the classical kinetic theory of … Continue reading
Posted in books, mathematics, physics
Tagged ionized plasmas, kinetic theory, non-ideal gases, physics, plasma, quantum kinetic equations, thermodynamics
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Differential and Integral Calculus (Volumes 1 & 2) – Piskunov
In this post, we will see the much awaited two volume set Differential and Integral Calculus by N. Piskunov. About the book Text book by the late professor Nikolai Piskunov DSs (Physics and Maths) is devoted to the most … Continue reading
Posted in books, mathematics, physics, soviet
Tagged Applications of Differential Calculus to Solid Geometry, Certain Theorems on Differentiable Functions, complex numbers, Continuity of a Function, Derivative and Differential, differential equations, Elements of the Theory of Probability and Mathematical Statistics, fourier series, function, Functions of Several Variables, Limit, Line and Surface Integrals, mathematics, matrices, Mechanical Applications of the Definite Integral, mir publishers, multiple integrals, Number, Operational Calculus and Certain of its Applications, polynomials, series, soviet, The Curvature of a Curve, The Definite Integral, The Equations of Mathematical Physics, The Indefinite Integral, Variable
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