RANKIN BILL

The general method, referred to as the F -method and developed in [15], gives a general framework for constructing all differential symmetry breaking operators for discretely

Key words : tube-type domains, Euclidean Jordan algebra, holomor- phic discrete series, tensor product, weighted Bergman spaces, Rankin- Cohen brackets, Jacobi

As one long-term Qallunaaq 2 resident of Rankin Inlet asserted, “The […] thing is with the new mine impending activity, then it just causes those stories [of the NRNM] to

Construction of discrete summands in the holomorphic model In contrast to the holographic operators Ψ λ λ 000 0 ,λ 00 (Definition 2.1) in the tensor product case in Section 2, we do

Then we establish for the corresponding symmetry breaking transforms the Parseval–Plancherel type theorems and find explicit inversion formulæ with integral expression of

Zagier pointed out in [21] that Rankin-Cohen brackets satisfy an infinite series of algebraic relations that he formalized as a RC-algebra structure... In order to set up this

When solving the shifted convolution problem on average via the spectral method on average, the main issue is to deal with smooth sums of Fourier coefficients of automorphic forms

Remarquons aussi que la divergence grossière des séries n’a pas son équivalent pour les intégrales : une fonction peut être intégrable sur [a, +∞ [ sans avoir une limite nulle