| 2024-11-19 |
- Rational canonical form
- Smith normal form
- Invariant factors
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| 2024-11-18 |
- Rational canonical form
- Minimal polynomial
- Invariant factors
- Characteristic polynomial
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| 2024-11-15 |
- The Fundamental Theorem for Modules over a PID
- Invariant factors
- Elementary divisors
- Free rank
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| 2024-11-14 |
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| 2024-11-12 |
- Noetherian modules
- Linear dependence
- Rank
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| 2024-11-08 |
- Tensor algebras
- Symmetric algebras
- Exterior algebras
- Symmetric tensors
- Alternating tensors
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| 2024-11-07 |
- Tensor algebras
- Symmetric algebras
- Exterior algebras
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| 2024-11-05 |
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| 2024-11-04 |
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| 2024-11-01 |
- Injective modules
- Flat modules
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| 2024-10-31 |
- Exact sequences
- Projective modules
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| 2024-29-10 |
- Exact sequences
- Chain complexes
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| 2024-10-28 |
- Exact sequences
- Chain complexes
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| 2024-10-24 |
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| 2024-10-22 |
- Yoneda's lemma
- Universal properties
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| 2024-10-21 |
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| 2024-10-18 |
- Tensor products
- Bimodules
- Adjoints
- Univers
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| 2024-10-17 |
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| 2024-10-15 |
- Tensor products
- Extending scalars
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| 2024-10-14 |
- Extending scalars
- Tensor products
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| 2024-10-11 |
- Free modules
- Generators for modules
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| 2024-10-10 |
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| 2024-10-08 |
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| 2024-10-07 |
- Natural transformations
- Functor categories
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| 2024-10-04 |
- Commutative diagrams
- Cones
- Limits and colimits
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| 2024-10-03 |
- Direct products of modules
- Direct sums of modules
- Sums of submodules
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| 2024-10-01 |
- Universal properties
- Functors
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| 2024-09-30 |
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| 2024-09-27 |
- Submodules
- Quotient modules
- Module morphisms
- Isomorphism Theorems for Modules
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| 2024-09-26 |
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| 2024-09-24 |
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| 2024-09-23 |
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