| 11. | In the sentence beginning " In the exterior algebra . . . " there are 2 image references.
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| 12. | This algebra, commonly denoted by, is called the exterior algebra of " V ".
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| 13. | There is an excellent Wiki article about exterior algebra, and there is also one about Hopf algebra.
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| 14. | The algebra of dual numbers is isomorphic to the exterior algebra of \ mathbb { R } ^ 1.
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| 15. | Clifford algebras are thus non-anti-commutative ( " quantum " ) deformations of the exterior algebra.
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| 16. | The wedge products of elements of an orthonormal basis in form an orthonormal basis of the exterior algebra of.
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| 17. | These include the exterior algebra, the symmetric algebra, Clifford algebras, the Weyl algebra and universal enveloping algebras.
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| 18. | The coproduct and counit, along with the exterior product, define the structure of a bialgebra on the exterior algebra.
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| 19. | Then " A " ( as an algebra ) is a free exterior algebra with generators of odd degree.
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| 20. | The graded exterior algebra O ^ * ( Z ) is a graded differential algebra with respect to the graded exterior differential
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