Ago Szekeres
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Registered User
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May 1 |
comment |
Are all Equivariant Bundles of a Total Flag Manifold Constructable from Line Bundles? Thanks for your answer. Just one question: Are saying that all simple reps of $U(1)^n$ are 1-dimensional, and hence that my guess that all U(n)-equiv bundles are constructable from line bundles? |
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Apr 30 |
comment |
Are all Equivariant Bundles of a Total Flag Manifold Constructable from Line Bundles? also, what is the representation of $U(1)^{\otimes 2}$ corresponding to the vector bundle you give as a counterexample? |
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Apr 30 |
comment |
Are all Equivariant Bundles of a Total Flag Manifold Constructable from Line Bundles? What is an iterated extension of line bundles? |
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Apr 30 |
revised |
Are all Equivariant Bundles of a Total Flag Manifold Constructable from Line Bundles? added 109 characters in body |
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Apr 30 |
asked | Are all Equivariant Bundles of a Total Flag Manifold Constructable from Line Bundles? |
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Feb 5 |
revised |
Zero Sums in a $q$-Deformation Remain Zero for $q=1$ Adding Extra Condition; deleted 4 characters in body |
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Feb 5 |
asked | Zero Sums in a $q$-Deformation Remain Zero for $q=1$ |
