Frame of Operators in quaternionic Hilbert spaces
arXiv preprint arXiv:2003.00546, 2020•arxiv.org
In this paper, we introduce and study frame of operators in quaternionic Hilbert spaces as a
generalization of g frames which in turn generalized various notions like Pseduo frames,
bounded quasi-projectors and frame of subspaces (fusion frames) in separable quaternionic
Hilbert spaces.
generalization of g frames which in turn generalized various notions like Pseduo frames,
bounded quasi-projectors and frame of subspaces (fusion frames) in separable quaternionic
Hilbert spaces.
In this paper, we introduce and study frame of operators in quaternionic Hilbert spaces as a generalization of g frames which in turn generalized various notions like Pseduo frames, bounded quasi-projectors and frame of subspaces (fusion frames) in separable quaternionic Hilbert spaces.
arxiv.org
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