A. Hafoud

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math-ph2022

Heat coefficients for magnetic Laplacians on the complex projective space $P^{n} (C)$

K. Ahbli, A. Hafoud, Z. Mouayn

Denoting by $Δ_{ν}$ the Fubini-Study Laplacian perturbed by a uniform magnetic field strength proportional to $ν$ , this operator has a discrete spectrum consisting on eigenvalues $β_…

math-ph2020

Integral representation for Jacobi polynomials and application to heat kernel on quantized sphere

Ali Hafoud, Allal Ghanmi

We derive a novel integral representations of Jacobi polynomials in terms of the Gauss hypergeometric function. Such representation is then used to give the explicit integral repre…

Heat coefficients for magnetic Laplacians on the complex projective space Pn(C)

Integral representation for Jacobi polynomials and application to heat kernel on quantized sphere

Heat coefficients for magnetic Laplacians on the complex projective space $P^{n} (C)$