Search Results - "Numerical range"

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  1. 1
    On the Δ-Finite Operators and their Applications

    On the Δ-Finite Operators and their Applications

    Azhoum, Karim, Missouri, Mohamed, Ech-Chad, Mohamed

    2024 7th International Conference on Advanced Communication Technologies and Networking (CommNet)

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  2. 2
    Inequalities for linear functionals and numerical radii on C∗-algebras

    Inequalities for linear functionals and numerical radii on C∗-algebras

    Bhunia, P.Aff1, IDs10474025015342_cor1

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  3. 3
    Spatial Numerical range of bounded operators on right quaternionic Banach spaces: Spatial Numerical range

    Spatial Numerical range of bounded operators on right quaternionic Banach spaces: Spatial Numerical range

    Moulaharabbi, SomayyaAff1, IDs44146024001300_cor1, Barraa, Mohamed

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  4. 4
    Essential Numerical Ranges of Linear Relations and Singular Discrete Linear Hamiltonian Systems

    Essential Numerical Ranges of Linear Relations and Singular Discrete Linear Hamiltonian Systems

    Zhu, LiAff1, Aff2, Sun, HuaqingAff1, Aff2, IDs1140102500045_cor1

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  5. 5
    Geometry of Numerical Range of Linear Operator Polynomial

    Geometry of Numerical Range of Linear Operator Polynomial

    Wu, DeyuAff1, IDs1140102500081_cor1, Chen, AlatancangAff2, IDs1140102500081_cor2

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  6. 6
    Error norm estimation in the conjugate gradient algorithm.

    Error norm estimation in the conjugate gradient algorithm

    Meurant, Gérard A., author

    eBook , 2024

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  7. 7
    The Double-Layer Potential for Spectral Constants Revisited: The Double-Layer Potential

    The Double-Layer Potential for Spectral Constants Revisited: The Double-Layer Potential

    Schwenninger, Felix L., de Vries, JensAff1, IDs00020025028002_cor1

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  8. 8
    The tensor phase under a tensor–tensor product: The tensor phase under a tensor–tensor product

    The tensor phase under a tensor–tensor product: The tensor phase under a tensor–tensor product

    Ding, Jiadong, Choi, HayoungAff2, IDs4031402503089y_cor1, Wei, Yimin, Xie, PengpengAff4, IDs4031402503089y_cor2

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  9. 9
    On the convexity of spatial numerical range in normed algebras

    On the convexity of spatial numerical range in normed algebras

    Dedania, H. V., Patel, A. B.Aff1, IDs13226024007202_cor2

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