This lecture includes the following topics: Bases; Matrices.
- Subject:
- Mathematics
- Material Type:
- Lecture
- Provider:
- Harvard
- Date Added:
- 12/23/2015
This lecture includes the following topics: Bases; Matrices.
This lecture includes the following topics: Eigenvalues and eigenvectors.
This lecture includes the following topics: Review for midterm; Orthogonal group.
This lecture includes the following topics: Orthogonal group & geometry.
This lecture includes the following topics: Finite groups of motions.
This lecture includes the following topics: Discrete groups of motions.
This lecture includes the following topics: Discrete groups of motions; Abstract group actions.
This lecture includes the following topics: Discrete groups of motions; Abstract group actions.
This lecture includes the following topics: Discrete groups of motions; Abstract group actions.
This lecture includes the following topics: Introduction to the course; Review: Linear algebra; Definition of groups.
This lecture includes the following topics: Group actions. Basic properties and constructions. Groups acting on themselves by left multiplication. Groups acting on themselves by conjugation.
This lecture includes the following topics: Group actions. Basic properties and constructions. Groups acting on themselves by left multiplication. Groups acting on themselves by conjugation.
This lecture includes the following topics: Group actions. Basic properties and constructions. Groups acting on themselves by left multiplication. Groups acting on themselves by conjugation.
This lecture includes the following topics: A5 and the symmetries of an icosahedron. Sylow theorems. Study of permutation groups.
This lecture includes the following topics: A5 and the symmetries of an icosahedron. Sylow theorems. Study of permutation groups.
This lecture includes the following topics: A5 and the symmetries of an icosahedron. Sylow theorems. Study of permutation groups.
This lecture includes the following topics: Rings. Examples of rings. Basic properties and constructions.
This lecture includes the following topics: Rings. Examples of rings. Basic properties and constructions.
This lecture includes the following topics: Rings. Examples of rings. Basic properties and constructions.
This lecture includes the following topics: Quotient rings, extensions of rings. Integral domains, fields of fractions.