G. Pradolini

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20242026

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math.RA2026

Simple double Lie algebras on the Laurent polynomial space

Vsevolod Gubarev

We construct a simple $λ$ -double Lie algebra on $k [t, t^{- 1}]$ for every nonzero $λ \in k$ . We then show that the analogous two-sided construction of weight zero is also simple. Both…

math.CA2026

Continuity properties of strongly singular integral operators for extreme values of $p$

Fabio Berra, Gladis Pradolini, Wilfredo Ramos +1

In this work, we establish continuity properties of strongly singular integral operators for extreme values of $p$ . Particularly, weighted $L^{\infty}$ - $B M O$ boundedness is obtained,…

Simple double Lie algebras on the Laurent polynomial space

Continuity properties of strongly singular integral operators for extreme values of p

Continuity properties of strongly singular integral operators for extreme values of $p$