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“Sequence space representations of spaces of test functions and distributions”. In: Functional analysis, holomorphy, and approximation theory (Rio de
The paper is organized as follows. Section 2 we provide our slightly modified take on [BN14] on Twisted differential spectra for the purpose of constructing their AHSS. In
Our method uses external knowledge in the form of symbols and predicted objects in two ways, as constraints for a joint image-text embedding space, and as an additive component for
So the model V κ[ G ] in the forcing extension V [ G ] is an instance of what is desired, a transitive model of ZFC that does not arise as a class-forcing extension of its HOD by
Our aim here is to characterise the Higgs bundles which correspond to linearly full minimal immersions and show how the Higgs bundle data relates to the metric and second
The aim of this work is to reveal properties of the classical Jacobi theta functions looked at on a logarithmic scale as well as setting known results into a new context..
As it is known [6, 7], the boundary value prob- lem for the Coulomb spheroidal equation on the interval [1 , ∞ ) appears in the quantum problem of two Coulomb centers (problem Z 1 eZ
As an application of Theorem 3.1, we provide the existence of Itˆ o c` adl` ag rough paths above general semimartingales (possibly perturbed by paths of finite q -variation),
