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The main auxiliary statement we use is case (i) of the following Theorem, a vanishing result for Hochschild cohomology of affine group schemes which is of its own interest..
The following theorem is the indefinite version of the Chaotic Furuta inequality, a result previously stated in the context of Hilbert spaces by Fujii, Furuta and Kamei [5]..
The main theorem of this paper is the following result, which reduces level low- ering for the prime ℓ = 2 for totally real fields to a multiplicity one hypothesis, thus showing
In theorem 3, we will prove that every regular pseudoproduct space which is embedded in a projective space is, up to projections, a Segre variety.. A similar result holds for
It is shown that the completion of the tensor product of two non-Archimedean weighted spaces of continuous functions is topo- logically isomorphic to another weighted space..
The main goal of the paper is to describe those groups of motions for which an analogue of Vitali’s result remains true (we recall that, in Vitali’s theorem, a basic group
An advantage of the fixed point results of Krasnoselskii’s type such as the result by Burton and Kirk employed in the proof of Theorem 1 is, above all, that they combine a
With a regionally disaggregated dynamic model of the world economy, we show a quite robust result that carbon leakage is virtually unaffected by the presence of restrictions on
