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Let ν be a left eigenvector of F - 1 N ∑ n = 1 m K ̄ n H n β n with eigenvalue λ.
l i (u) be a left eigenvector corresponding to λ i (u) and A u) = diag{λ1 u),..., λ n (u)}.
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If (lambdainmathbb{C}), (xinmathbb{C}^{m}backslash{0}), and (yin mathbb{C}^{n}backslash{0}) are solutions of textstylebegin{cases} mathcal{A}x^{p-1}y^{q}=lambda x^{[l-1]}, mathcal{A}x^{p}y^{q-1}=lambda y^{[l-1]}, end{cases} then we say that λ is a singular value of (mathcal{A}), x and y are a left and a right eigenvectors of (mathcal{A}), associated with λ.
If (lambdainmathbb{R}, xinmathbb{R}^{m}), and (yinmathbb{R}^{n}), then we say that λ is an H-singular value of (mathcal{A}), x and y are a left and a right H-eigenvectors of (mathcal{A}), associated with H-singular value λ [5].
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He is a left-sided wing/midfielder.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com