Matrix Inversion and the Solution of Linear Equations
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Algebra for Colleges and Schools
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High School Algebra
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The Theory of Equations
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The Madison Colloquium 1913; I. On Invariants and the Theory of Numbers
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The Algebraic Solution of Equations of any Degree
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Vektoranalysis
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Tracts On the Resolution of Affected Algebr瓣ick Equations by Dr. Halley's, Mr. Raphson's, and Sir Isaac Newton's, Methods of Approximation
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The Madison Colloquium 1913; I. On Invariants and the Theory of Numbers
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Introduction to Algebra
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Actions of Groups
Using the unifying notion of group actions, this second course in modern algebra introduces the deeper algebraic tools needed to get into topics only hinted at in a first course, like the successful classification of finite simple groups and how groups play a role in the solutions of polynomial equations. Because groups may act as permutations of a set, as linear transformations on a vector space, or as automorphisms of a field, the deeper structure of a group may emerge from these viewpoints, two different groups can be distinguished, or a polynomial equation can be shown to be solvable by radicals. By developing the properties of these group actions, readers encounter essential algebra topics like the Sylow theorems and their applications, Galois theory, and representation theory. Warmup chapters that review and build on the first course and active learning modules help students transition to a deeper understanding of ideas.
Actions of Groups
Using the unifying notion of group actions, this second course in modern algebra introduces the deeper algebraic tools needed to get into topics only hinted at in a first course, like the successful classification of finite simple groups and how groups play a role in the solutions of polynomial equations. Because groups may act as permutations of a set, as linear transformations on a vector space, or as automorphisms of a field, the deeper structure of a group may emerge from these viewpoints, two different groups can be distinguished, or a polynomial equation can be shown to be solvable by radicals. By developing the properties of these group actions, readers encounter essential algebra topics like the Sylow theorems and their applications, Galois theory, and representation theory. Warmup chapters that review and build on the first course and active learning modules help students transition to a deeper understanding of ideas.
An Elementary Treatise on the Planetary Theory
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An Elementary Treatise on the Planetary Theory
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The Algebraic Solution of Equations of any Degree
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Algebra for the Use of Colleges and Schools
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The Elements of the Theory of Algebraic Numbers
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Introduction to Algebra
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Answers to Algebra for Colleges and Schools
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Tracts On the Resolution of Affected Algebr瓣ick Equations by Dr. Halley's, Mr. Raphson's, and Sir Isaac Newton's, Methods of Approximation
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An Introduction to Graphical Algebra for the Use of High Schools
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First Course in Algebra
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An Introduction to Graphical Algebra for the Use of High Schools
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A Treatise on Algebra
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The Teaching of Algebra
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College Algebra With Applications
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History of the Theory of Numbers; Volume 2
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College Algebra With Applications
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An Introductory Algebra
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Exercise Book in Algebra
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History of the Theory of Numbers; Volume 2
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An Introductory Algebra
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A Treatise on Algebra
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Courageous Leadership
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Analytische Geometrie Der Kegelschnitte
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Analytische Geometrie Der Kegelschnitte
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Algebra
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Introduction to Higher Algebra
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Algebra
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Principles of the Algebra of Physics
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A University Algebra
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A University Algebra
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