Écart type
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Mathématiques
1st Semester | Numerical Problems | Chapter 4
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Theory of numbers: Linear Diophantine equations
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Theory of numbers: Euclid's algorithm
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Theory of numbers: Euclid's theorem
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Theory of numbers: Introduction
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Galois theory: Transcendental extensions
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Galois theory: Infinite Galois extensions
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Galois theory: Hilbert's theorem 90
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Galois theory: Discriminants
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Galois theory: Norm and trace
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Galois theory: Wedderburn's theorem
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Galois theory: Cyclotomic polynomials
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Galois theory: Frobenius automorphism
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Galois theory: Cubics and quartics
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Galois theory: Artin Schreier extensions
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Galois theory: Kummer extensions
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Galois theory: Abel's theorem
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Galois theory: Primitive elements
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Galois theory: Fundamental theorem of algebra
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Galois theory: Heptadecagon
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Galois theory: Main theorem
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Galois theory: Examples of Galois extensions
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Galois theory: Galois extensions
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Galois theory: Separable extensions
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Galois theory: Normal extensions
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Galois theory: Finite fields
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Galois theory: Algebraic closure
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Galois theory: Splitting fields
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Galois theory: Field extensions
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Evolutionary equilibrium
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Galois theory: Introduction
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The Bernstein Sato polynomial: Holonomic modules
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The Bernstein Sato polynomial: Introduction
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Commutative algebra 65: Fitting ideals
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Commutative algebra 64: Gorenstein rings
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