A

F

ASTENGO , F

Last name: ASTENGO

First name: F

1997 (v1)

Publication

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Capire la bicamerale

COSMA A ASTENGO F CASSULO G.B

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Uploaded on: April 14, 2023
2023 (v1)

Publication

Metadata-only

Schwartz correspondence for the complex motion group on C-2

Astengo, F Di Blasio, B Ricci, F

If (G, K) is a Gelfand pair, with G a Lie group of polynomial growth and K a compact subgroup of G, the Gelfand spectrum & sigma; of the bi-K-invariant algebra L1(K\G/K) admits natural embeddings into Rt spaces as a closed subset.For any such embedding, define S(& sigma;) as the space of restrictions to & sigma; of Schwartz functions on Rt. We...

Uploaded on: February 14, 2024