Valery manokhin (58 resultados)

Paperback or Softback. Condición: New. Kiselev's Problems and Exercises in Elementary Algebra: Companion to Elements of Algebra - First Complete English Translation. Book.

Paperback or Softback. Condición: New. Kiselev's Geometry - Book I, Planimetry: The Classic Russian Mathematics Textbook. Book.

Paperback or Softback. Condición: New. Kiselev's Arithmetic: The Classic Russian Mathematics Textbook - First Complete English Translation. Book.

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Paperback or Softback. Condición: New. Rybkin's Collection of Problems in Geometry, Part I: Planimetry: The classical Russian problem collection - first complete English translation. Book.

Condición: New.

Paperback or Softback. Condición: New. Vereshchagin's Collection of Arithmetic Problems: For Secondary Schools - 3,238 Problems with Complete Answer Key - First Complete English Translation. Book.

Paperback or Softback. Condición: New. Practical Guide to Applied Conformal Prediction in Python: Learn and apply the best uncertainty frameworks to your industry applications. Book.

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Condición: As New. Unread book in perfect condition.

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Paperback or Softback. Condición: New. Markov's Calculus of Probabilities: The Foundational 1900 Text on Probability Theory and Markov Chains - First Complete English Translation (Faithful. Book.

Condición: New.

Paperback. Condición: New. Discover the power of Conformal Prediction with the "Practical Guide to Applied Conformal Prediction in Python." Master the latest techniques to quantify uncertainty in machine learning and computer vision models, and seamlessly apply them to your industry applications.

Paperback. Condición: new. Paperback. The man who wrote this algebra founded the Moscow Mathematical Society and presided over itfor the last twenty years of his life.August Yulievich Davidov (1823-1885) was professor of mathematics at the Imperial MoscowUniversity and, for twelve years, head of its Faculty of Physics and Mathematics. In 1866, with N. D. Brashman, he founded the Moscow Mathematical Society and became its firstpresident, holding that office until his death. In the middle of that career he wrote acourse of algebra for secondary schools. It went through twenty-four editions over thefollowing half-century. This book is in English for the first time.What makes Davidov's Elementary Algebra different from a modern algebra textbook: Elementary means complete, not simplified. The five divisions run from algebraic signs andthe fundamental operations through polynomials, the greatest common divisor, algebraicfractions, continued fractions, ratio and proportion, equations of the first degree in one, two and several unknowns, powers and roots, irrational and incommensurable quantities, permutations and combinations, Newton's binomial, quadratic equations and theirinvestigation, the trinomial, imaginary quantities, equations of the third and fourthdegree, inequalities, indeterminate equations, arithmetical and geometrical progressions, infinite series, logarithms, and compound interest. A modern Algebra I and Algebra IItogether stop well short of the halfway mark.It builds the logarithm tables before it uses them. A full chapter is given to theconstruction and use of ordinary logarithmic tables, with the tables themselves reproduced.Students learn where the mantissas come from, then compute with them - a chain of reasoningthat vanished from school mathematics when the tables did.It treats indeterminate equations and imaginary quantities as school material. Diophantineproblems in integers, and arithmetic on quantities that have no place on the number line, are both developed here for readers who have not yet left secondary school.The algebra is carried through to annuities. The final chapter computes compound interestand periodic payments - the course ends in the working actuarial mathematics of its century, not in an exercise set.Every procedure is argued before it is used. The book is built as 478 numbered articles, cross-referenced throughout. Definitions lead to operations, operations to equations, andequations to the problems that need them. Davidov defines his terms, gives the reason foreach rule, works the examples, and only then turns the reader loose on the exercises.509 pages. Five divisions. 39 chapters. 478 numbered articles, with exercises throughout anda closing division of worked solutions.This is a faithful translation from the Russian - no adaptation, no modernisation of themathematics. The division and chapter order, the numbered articles, the worked examples andthe problem sequences follow the source edition. Where the source misprints something thatits own mathematics contradicts, the correction is made and a translator's note records whatwas printed and why it was changed; notation that is merely older than ours is left standing.Ideal for: students working through a full classical algebra course, homeschool families whowant reasoning rather than procedures, teachers looking for proof-based treatments of schoolalgebra, competition students meeting Diophantine equations and the binomial theorem for thefirst time, historians of mathematics education, and adults rebuilding their mathematics fromthe foundations.Translated by Valery Manokhin, PhD. Published by Norther Shipping may be from multiple locations in the US or from the UK, depending on stock availability.…

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Paperback. Condición: Very Good. Elevate your machine learning skills using the Conformal Prediction framework for uncertainty quantification. Dive into unique strategies, overcome real-world challenges, and become confident and precise with forecasting.Key FeaturesMaster Conformal Prediction, a fast-growing ML framework, with Python applicationsExplore cutting-edge methods to measure and manage uncertainty in industry applicationsUnderstand how Conformal Prediction differs from traditional machine learningBook DescriptionIn the rapidly evolving landscape of machine learning, the ability to accurately quantify uncertainty is pivotal. The book addresses this need by offering an in-depth exploration of Conformal Prediction, a.…

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Condición: New. In English.

Condición: As New. Unread book in perfect condition.

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Condición: New.

Paperback. Condición: new. Paperback. The man who wrote this algebra founded the Moscow Mathematical Society and presided over itfor the last twenty years of his life.August Yulievich Davidov (1823-1885) was professor of mathematics at the Imperial MoscowUniversity and, for twelve years, head of its Faculty of Physics and Mathematics. In 1866, with N. D. Brashman, he founded the Moscow Mathematical Society and became its firstpresident, holding that office until his death. In the middle of that career he wrote acourse of algebra for secondary schools. It went through twenty-four editions over thefollowing half-century. This book is in English for the first time.What makes Davidov's Elementary Algebra different from a modern algebra textbook: Elementary means complete, not simplified. The five divisions run from algebraic signs andthe fundamental operations through polynomials, the greatest common divisor, algebraicfractions, continued fractions, ratio and proportion, equations of the first degree in one, two and several unknowns, powers and roots, irrational and incommensurable quantities, permutations and combinations, Newton's binomial, quadratic equations and theirinvestigation, the trinomial, imaginary quantities, equations of the third and fourthdegree, inequalities, indeterminate equations, arithmetical and geometrical progressions, infinite series, logarithms, and compound interest. A modern Algebra I and Algebra IItogether stop well short of the halfway mark.It builds the logarithm tables before it uses them. A full chapter is given to theconstruction and use of ordinary logarithmic tables, with the tables themselves reproduced.Students learn where the mantissas come from, then compute with them - a chain of reasoningthat vanished from school mathematics when the tables did.It treats indeterminate equations and imaginary quantities as school material. Diophantineproblems in integers, and arithmetic on quantities that have no place on the number line, are both developed here for readers who have not yet left secondary school.The algebra is carried through to annuities. The final chapter computes compound interestand periodic payments - the course ends in the working actuarial mathematics of its century, not in an exercise set.Every procedure is argued before it is used. The book is built as 478 numbered articles, cross-referenced throughout. Definitions lead to operations, operations to equations, andequations to the problems that need them. Davidov defines his terms, gives the reason foreach rule, works the examples, and only then turns the reader loose on the exercises.509 pages. Five divisions. 39 chapters. 478 numbered articles, with exercises throughout anda closing division of worked solutions.This is a faithful translation from the Russian - no adaptation, no modernisation of themathematics. The division and chapter order, the numbered articles, the worked examples andthe problem sequences follow the source edition. Where the source misprints something thatits own mathematics contradicts, the correction is made and a translator's note records whatwas printed and why it was changed; notation that is merely older than ours is left standing.Ideal for: students working through a full classical algebra course, homeschool families whowant reasoning rather than procedures, teachers looking for proof-based treatments of schoolalgebra, competition students meeting Diophantine equations and the binomial theorem for thefirst time, historians of mathematics education, and adults rebuilding their mathematics fromthe foundations.Translated by Valery Manokhin, PhD. Publish Shipping may be from our UK warehouse or from our Australian or US warehouses, depending on stock availability.…

Paperback. Condición: New. Discover the power of Conformal Prediction with the "Practical Guide to Applied Conformal Prediction in Python." Master the latest techniques to quantify uncertainty in machine learning and computer vision models, and seamlessly apply them to your industry applications.