| 1. | More general exterior algebras can be defined for sheaves of modules.
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| 2. | I became a bit confused about exterior algebras as Hopf algebras.
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| 3. | Exterior algebras of vector bundles are frequently considered in geometry and topology.
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| 4. | It is a grade 1 derivation on the exterior algebra.
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| 5. | With the rise of differential geometry the exterior algebra was applied to differential forms.
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| 6. | That is, the exterior algebra can also be given a Hopf algebra structure.
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| 7. | We mention a dichotomy drawn from exterior algebra.
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| 8. | The associated graded algebra is \ bigwedge V, the exterior algebra of V.
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| 9. | The corresponding exterior algebra is defined as
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| 10. | Grassmann algebras ( also known as exterior algebras ) are the most common examples of nontrivial supercommutative algebras.
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