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The Property of Kippenhahn Curves of Hadamard products and Applications

机译:Hadamard产品和应用Kippenhahn曲线的财产

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In this paper, A and C will denote 4×4 reducible companion matrices, we combine the Kronecker product, Hadamard product with numerical rang of matrices, discuss the relations between the Kronecker product, Hadamard product with numerical rang of matrices, and illustrate that the kippenhahn curve C_R(C) consists of C_R(A) consists of one ellipse whose foci are λ_1=λ_3=-(a~2/(a{top}-)~2)i, λ_2=λ_4=a~2i/(a{top}-)~2 and axis has a length r.
机译:在本文中,A和C将表示4×4可还原的伴侣矩阵,我们将Kronecker产品组合,具有数值rang的矩阵,讨论了Kronecker产品之间的关系,具有数值rang的矩阵,并说明了Kippenhahn曲线c_r(c)由c_r(a)组成,由一个椭圆组成,其焦点是λ_1=λ_3= - (a〜2 /(a {top} - )〜2)i,λ_2=λ_4= a〜2i /( {top} - )〜2和轴长度r。

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