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Titlebook: Algebra and Geometry with Python; Sergei Kurgalin,Sergei Borzunov Textbook 2021 Springer Nature Switzerland AG 2021 Algebra.Python.Matrice

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https://doi.org/10.1007/978-1-4020-2778-9The general . has the form . where the real coefficients ., ., . are not equal to zero simultaneously.
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,The Axiomatic Method in Action: 1900–1905,. is a plane curve that has no singular points and is defined by an equation of the form . where . and . are real numbers.
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Equation of a Line in a Space,Assume that the line . passes through the point ..(.., .., ..) parallel to the vector . = (., ., .). Take an arbitrary point .(., ., .) on the line and construct the vector ., parallel to the line . and collinear with the vector ..
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Elliptic Curves,. is a plane curve that has no singular points and is defined by an equation of the form . where . and . are real numbers.
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Late Nineteenth Century Background,also referred to as . of the system of equations (3.1). Variables .. are called . or right-hand sides of equations... is such a collection of . numbers, which when .., .., …, .. are substituted into the system in place of the unknown, turns all the equations into identities. The solution is written
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Late Nineteenth Century Background,nvalues, see Chap. “Vector Spaces” on page 226) in some cases appear to be complex. In this connection, let us discuss the methods of algebra of complex numbers.... is an ordered pair of real numbers (., .), where .. The first number . is called the . of the complex number . = (., .) and is denoted
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