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An example of a length 4 highest weight category which is indecompos- able and Ringel self-dual, and whose standard modules are homogeneous, is the path algebra of the linear
Eilenberg-Moore objects and the Eilenberg- Moore completion also make sense in this context, so we are able to categorify Eilenberg and Moore’s theorem on adjoint monads, as well as
At the last step of finalizing the W –integral correspondence, we again need a result of Fujiwara: Freeness theorem in [Fu] of quaternionic coho- mology groups as Hecke modules,
Using the previous results as well as the general interpolation theorem to be given below, in this section we are able to obtain a solution of the problem, to give a full description
By imposing strong conditions on the kernel k and rather mild conditions on the nonlinearity f we were able to establish the existence via Krasnoselskii’s fixed point theorem in a
It does not change any results presented in the paper, but excludes the mis- take of applying the mean value theorem for a complex valued function of a real variable. The mean
In formulating our theoretical framework, we take into account the following processes: direct and indirect (via environment) horizontal transmission; vertical transmission;
Abstract – The separation ahead of a forward facing step was investigated under laminar flow conditions using the hydrogen bubble technique to visualise and PTV to evaluate the
