ON SOLVABILITY OF AN INFINITE NONLINEAR SYSTEM OF ALGEBRAIC EQUATIONS WITH TEOPLITZ–HANKEL MATRICES

K. Khachatryan, M. Avetisyan
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Abstract

In the present paper a special class of infinite nonlinear system of algebraic equations with Teoplitz–Hankel matrices is studied. Above mentioned class of equations has direct applications in radiative transfer theory. Existence componentwise positive solutions for the system in space l1 are proved and some examples for mentioned equations, representing separate interest are given.
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具有teoplitz-hankel矩阵的无限非线性代数方程组的可解性
本文研究了一类特殊的具有Teoplitz-Hankel矩阵的无限非线性代数方程组。这类方程在辐射传递理论中有直接的应用。证明了系统在空间l1上的存在分量正解,并给出了代表不同兴趣的上述方程的一些例子。
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