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Lecture 2.7: Classification of Affine Transformations
DaniilRudenko
1,09 тыс. подписчиков
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48 видео с канала:
DaniilRudenko
Lecture 2.7: Classification of Affine Transformations
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Lecture 2.6: Affine Transformations
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Lecture 2.5: Cyclic Groups
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Lecture 2.4: Symmetries of Regular Polygons.
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Lecture 2.3: Chasles' Theorem
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Lecture 2.2: Rotations
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Lecture 2.1: Isometries
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Lecture 1.7: Generating Functions
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Lecture 1.6: An explicit formula for Catalan numbers
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Lecture 1.5: Catalan numbers
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Lecture 1.4: Binomial Coefficients
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Lecture 1.3: Cyclic Structure of a Permutation
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Lecture 1.2: The Group of Permutations
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Lecture 1.1: Bijections and Permutations
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Group Theory, lecture 6.2: Second Sylow Theorem
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Group Theory, lecture 6.1: First Sylow Theorem
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Group Theory, lecture 5.4: Projective Geometry (II)
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Group Theory, lecture 5.3: Projective Space (I)
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Group Theory, lecture 5.2: Orbits and Stabilizers
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Group Theory, lecture 5.1: Group actions
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Group Theory, lecture 4.5: Quadratic residues
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Group Theory, lecture 4.4: Abelian groups
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Group Theory, lecture 4.3: Properties of Euler function
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Group Theory, lecture 4.2: Euler function
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Group Theory, lecture 4.1: Cyclic groups
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Group Theory, lecture 3.7: Lattice of subgroups
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Group Theory, lecture 3.8: Correspondence Theorem
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Group Theory, lecture 3.6: First Homomorphism Theorem
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Group Theory, Lecture 3.5: Quotient group
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Group Theory, lecture 3.4: Normal subgroups of S4
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Group Theory, lecture 3.3: Normal subgroups
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Group Theory, lecture 3.2: Index, Lagrange theorem
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Group Theory, lecture 3.1: Cosets
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Group Theory, lecture 2.8: Sign(II)
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Group Theory: lecture 2.7: Sign (I)
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Group Theory, lecture 2.6: Cayley Theorem
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Group Theory, lecture 2.5: Homomorphisms
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Group Theory, lecture 2.3: Generators
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Group Theory, lecture 2.4: Conjugation in the symmetric group
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Group Theory, lecture 2.2: Cyclic structure
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Group Theory, lecture 1.7: Some history and the plan of the course
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Group Theory, lecture 1.6: Lagrange Theorem
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Group Theory, lecture 2.1: Equivalence relations
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Group Theory, lecture 1.5: Orders, subgroups, isomorphism
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Group Theory, lecture 1.4: Examples
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Group Theory, lecture 1.3: Corollaries of the axioms
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Group Theory, lecture 1.2: Definition of a group
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Group Theory, lecture 1.1: Symmetries
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Канал: DaniilRudenko
Lecture 2.7: Classification of Affine Transformations
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Lecture 2.6: Affine Transformations
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Lecture 2.5: Cyclic Groups
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Lecture 2.4: Symmetries of Regular Polygons.
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Lecture 2.3: Chasles' Theorem
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Lecture 2.2: Rotations
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Lecture 2.1: Isometries
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Lecture 1.7: Generating Functions
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Lecture 1.6: An explicit formula for Catalan numbers
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Lecture 1.5: Catalan numbers
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Lecture 1.4: Binomial Coefficients
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Lecture 1.3: Cyclic Structure of a Permutation
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Lecture 1.2: The Group of Permutations
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Lecture 1.1: Bijections and Permutations
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Group Theory, lecture 6.2: Second Sylow Theorem
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Group Theory, lecture 6.1: First Sylow Theorem
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Group Theory, lecture 5.4: Projective Geometry (II)
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Group Theory, lecture 5.3: Projective Space (I)
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Group Theory, lecture 5.2: Orbits and Stabilizers
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Group Theory, lecture 5.1: Group actions
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Group Theory, lecture 4.5: Quadratic residues
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Group Theory, lecture 4.4: Abelian groups
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Group Theory, lecture 4.3: Properties of Euler function
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Group Theory, lecture 4.2: Euler function
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Group Theory, lecture 4.1: Cyclic groups
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Group Theory, lecture 3.7: Lattice of subgroups
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Group Theory, lecture 3.8: Correspondence Theorem
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Group Theory, lecture 3.6: First Homomorphism Theorem
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Group Theory, Lecture 3.5: Quotient group
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Group Theory, lecture 3.4: Normal subgroups of S4
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Group Theory, lecture 3.3: Normal subgroups
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Group Theory, lecture 3.2: Index, Lagrange theorem
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Group Theory, lecture 3.1: Cosets
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Group Theory, lecture 2.8: Sign(II)
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Group Theory: lecture 2.7: Sign (I)
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Group Theory, lecture 2.6: Cayley Theorem
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Group Theory, lecture 2.5: Homomorphisms
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Group Theory, lecture 2.3: Generators
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Group Theory, lecture 2.4: Conjugation in the symmetric group
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Group Theory, lecture 2.2: Cyclic structure
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Group Theory, lecture 1.7: Some history and the plan of the course
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Group Theory, lecture 1.6: Lagrange Theorem
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Group Theory, lecture 2.1: Equivalence relations
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Group Theory, lecture 1.5: Orders, subgroups, isomorphism
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Group Theory, lecture 1.4: Examples
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Group Theory, lecture 1.3: Corollaries of the axioms
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Group Theory, lecture 1.2: Definition of a group
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Group Theory, lecture 1.1: Symmetries
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