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We emphasize that this paper is intended as a starting point for studying the numerical range of operators on an indenite inner product space using the theory of the joint
The structure of rank- k spaces has been studied lately by not only matrix theorists but group theorists and algebraic geometers; see [4], [5], [6].. When the order is obvious from
KELOMPOK KERJA UNIT LAYANAN PENGADAAN ( POKJA ULP ) KEMENTERIAN HUKUM DAN HAK ASASI MANUSIA REPUBLIK INDONESIA. KANTOR WILAYAH
Several inequalities for the Khatri-Rao product of complex positive definite Hermitian matrices are established, and these results generalize some known inequalities for the
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Call a graph k -critical if it is minimal (w.r.t. vertex deletion) of rank larger than k.. Clearly, G k is characterized by the k -critical graphs as forbidden
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