F. Farhadi

collaborators

2 papers

math.FA2019

Frame measures for infinitely many measures

Fariba Zeinal Zadeh Farhadi, Mohammad Sadegh Asgari, Mohammad Reza Mardanbeigi

For every frame spectral measure $μ$ , there exists a discrete measure $ν$ as a frame measure. Since if $μ$ is not a frame spectral measure, then there is not any general stateme…

math.FA2019

Generalized Bessel and Frame Measures

Fariba Zeinal Zadeh Farhadi, Mohammad Sadegh Asgari, Mohammad Reza Mardanbeigi +1

Considering a finite Borel measure $μ$ on $R^{d}$ , a pair of conjugate exponents $p, q$ , and a compatible semi-inner product on $L^{p} (μ)$ , we introduce $(p, q)$ -Besse…