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Tag Archives: theorem
Little Mathematics Library – Remarkable Curves (Persian)
In the Little Mathematics Library series we will see a Persian version of the book Remarkable Curves, by A. I. Markushevich. This book has been written mainly for high school students, but it will also be helpful to anyone studying … Continue reading
Posted in little mathematics library, mathematics, mir books, mir publishers
Tagged archimedes, catenary, conic sections, curves, cycloid, exponential, farsi, graphs, hyperbola, involute, little mathematics library, logarithmic, mir books, parabola, pascal, persian, spiral, theorem
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Operational Methods – Maslov
In this post, we will see the book Operational Methods by V. P. Maslov. …This book is devoted to one, but sufficiently general operational method, which absorbs many operational methods known to date and allows for the uniform solution of … Continue reading
Posted in books, mathematics, mir books, mir publishers
Tagged algebra, asymptotic methods, calculus, canonical transformations, cauchy problem, dissipation, eigenfunctions, functions, hamilton-jacobi equations, homomorphism, lagranian, Lie Nilpotent Algebra, mathematics, Noncommutative, operational calculus, operational method, operators, schmidt space, spectrum, t-products, theorem
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Little Mathematics Library – Remarkable Curves
In the Little Mathematics Library series we now come to Remarkable Curves, by a very remarkable author A. I. Markushevich. I am saying that he is remarkable as he has many good books under his sleeve, some of which we … Continue reading
Posted in little mathematics library, mathematics, mir publishers, physics
Tagged archimedes, catenary, conic sections, curves, cycloid, exponential, graphs, hyperbola, involute, logarithmic, parabola, pascal, spiral, theorem
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Science for Everyone – Problems in Plane Geometry
As told in the last post, we now come to the Problems in Plane Geometry by I. F. Sharygin in the Science for Everyone series. In the preface Sharygin says: This volume contains over 600 problems in plane geometry and … Continue reading
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