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Tag Archives: mathematics
Hilbert’s Fourth Problem by A. V. Pogorelov
Hilbert’s fourth problem, which involves finding all geometries where “ordinary lines” are “geodesics,” is both accessible and profound. While the problem can be appreciated by beginning graduate students, its solution requires tools from various branches of mathematics, including geometry, analysis, … Continue reading
Measure And Derivative A Unified Approach by G.E. Shilov; B.L. Gurevich
This volume is intended as a textbook for students of mathematics and physics, at the graduate or advanced undergraduate level. It should also be intelligible to readers with a good background in advanced calculus and sufficient “mathematical maturity.” The phrase … Continue reading
Equations Of The Mixed Type by A.V. Bitsadze
The theory of equations of mixed type originated in the fundamental researches of the Italian mathematician Francesco Tricomi, which were published in the twenties of this century. Owing to the importance of its applications, the discussion of problems concerned with … Continue reading
Problems In Mathematics With Hints And Solutions by V. Govorov; P. Dybov; N. Miroshin; S. Smirnova
The book contains more than three thousand mathematics problems and covers each topic taught at school. The problems were contributed by 120 of the higher schools of the USSR and all the universities. The book is divided into, four parts: … Continue reading
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Tagged algebra, geometry, mathematics, problem books, problems and solutions, soviet literature, trigonometry
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A Collection Of Problems On A Course Of Mathematical Analysis by G. N. Berman
THE present Collection of Problems is intended for students studying mathematical analysis within the framework of a technical college course. In the arrangement of the material, the style of the exposition and basic pedagogical tendencies the Collection is most suited … Continue reading
Discrete Mathematics Without Formulas – Lectures Without A Board by Alexander Solovyov
Mathematics is too often mistaken for nothing more than a jungle of formulas. Yet the story of numbers and ideas is far richer. Ancient cultures counted with objects, carved truths into stone, or sang them in verse, long before symbols … Continue reading
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Tagged children's mathematics, discrete mathematics, mathematics, popsci, scipop
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Higher Geometry by N. V. Efimov
This book gives a systematic presentation of the fundamentals of Euclidean geometry, non-Euclidean geometry of Lobachevsky and Riemann, projective geometry and the geometrical aspects of special relativity theory. It also gives a general idea about constant curvature geometries. The subject … Continue reading
सरल गणित निदर्शिका – मा. या. विगोद्स्की (Handbook Of Elementary Mathematics In Hindi by M. Vygodsky)
सारणियां, अंकगणित, बीजगणित, ज्यामिति, त्रिकोणमिति, फलन और ग्राफ निर्दाशका की रचना दो उद्देश्यों को ध्यान में रख कर की गई है। प्रथमतः, स्पर्शज्या क्या है, प्रतिशत कैसे निकालते हैं, वर्ग समीकरण के मूल ज्ञात करने के लिए कौन-से सूत्र हैं, … Continue reading
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Tagged algebra, arithmetic, अंकगणित, गणित, ज्यामिति, त्रिकोणमिति, फलन, बीजगणित, रेखांकन, श्रृंखला, सोवियत साहित्य, functions, geometry, graphs, mathematics, series, soviet literature, trigonometry
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The Theory Of Angular Momentum by A.P. Yutsis; I.B. Levinson; V.V. Vanagas
The only book known to us giving an exposition of the algebra of non-commuting tensor operators and J-coefficients is Edmonds’ “Angular Momentum in Quantum Mechanics” (1957), which may serve as an excellent textbook for a first acquaintance with the subject. … Continue reading
Mathematical Analysis For School Students by Lev Pontryagin
About the Book This book is intended as an introduction to mathematical analysis. It includes material covering all sections of mathematical analysis taught at the secondary school level. The book examines derivatives of polynomials, trigonometric functions, exponential and logarithmic functions. … Continue reading
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