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20122021
most citedFinite equal norm Parseval Wavelet Frames over Prime Fields

5 citations · 17 across the 10 of their papers we have counts for

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19 papers · 1 filter

math.FA2021

A note on (weak) phase and norm retrievable Real Hilbert space frames and projections

P. G. Casazza, F. Akrami, A. Rahimi +2

\begin{abstract} In this manuscript, we answer a list of longstanding open problems on weak phase retrieval including: (1) A complete classification of the vectors $\{x_i\}_{i=1}^2…

math.FA20211 cited

A note on phase (norm) retrievable Real Hilbert space (fusion) frames

F. Akrami, P. G. Casazza, M. A. Hasankhani Fard +1

In this manuscript, we present several new results in finite and countable dimensional real Hilbert space phase retrieval and norm retrieval by vectors and projections. We make a d…

math.FA2019

An appropriate representation space for controlled G-frames

Maryam Forughi, Elnaz Osgooei, Asghar Rahimi +1

In this paper, motivating the range of operators, we propose an appropriate representation space to introduce synthesis and analysis operators of controlled g-frames and discuss th…

math.FA2018

Controlled weaving frames in Hilbert spaces

Reza Rezapour, Asghar Rahimi, E. Osgooei +1

In this paper, we first introduce the notion of controlled weaving K-g-frames in Hilbert spaces. Then, we present sufficient conditions for controlled weaving K-g-frames in separab…

math.FA2018

Frame related operators for woven frames

Asghar Rahimi, Zahra Samadzadeh, Bayaz Daraby

A new notion in frame theory has been introduced recently under the name woven-weaving frames by Bemrose et. al. In the studying of frames, some operators like analysis, synthesis,…

math.FA2018

Woven fusion frames in Hilbert spaces

Asghar Rahimi, Zahra Samadzadeh, Bayaz Daraby

A new notion in frame theory has been introduced recently that called woven frames. %From the perspective of others, Woven and weaving frames are powerful tools for pre-processing…