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It follows then as a corollary that the bicategory ( K (Alg fd 2 )) SO(2) consisting of homotopy xed points of the trivial SO(2) -action on the core of fully-dualizable objects of Alg

In view of Theorems 2 and 3, we need to find some explicit existence criteria for eventually positive and/or bounded solutions of recurrence re- lations of form (2) so that

What the Vasiliev theory of higher spins does is basically that it extends the gauge algebra so(3, 2) to the higher spin algebra hso(3, 2) (and correspondingly in other dimensions

However its power ∇ / 2 , though not conformally covariant, has positive definite leading symbol (in fact, leading symbol |ξ| 2 Id), and so satisfies our analytic and

A cocomplete monoidal closed category is said to be locally λ-bounded as a closed category if its underlying ordinary category is locally λ-bounded and, in addition, the functors A ⊗

Keywords: 3-dimensional affine hyperspheres, indefinite affine metric, pointwise symmetry, SO(1, 2)-action, stabilizers of a cubic form, affine differential geometry, affine spheres..

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