ON THE HERMITIAN POSITIVE DEFINITE SOLUTION OF THE NONLINEAR MATRIX EQUATION X + A∗ 1 X−1A1 + A∗ 2 X−1A2 = I

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LONG J.H.; HU X.Y.; ZHANG L.

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Paper Information

Journal: BULLETIN OF THE BRAZILIAN MATHEMATICAL SOCIETY Year:2008 | Volume:222 | Issue:- Page(s): 645-654

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Title

ON THE HERMITIAN POSITIVE DEFINITE SOLUTION OF THE NONLINEAR MATRIX EQUATION X + A∗ 1 X−1A1 + A∗ 2 X−1A2 = I

Author(s)

LONG J.H. | HU X.Y. | ZHANG L. | Issue Writer Certificate

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Abstract

Cites

POSITIVE DEFINITE SOLUTION OF THE MATRIX EQUATION X=Q−A*X-1A+B*X-1B VIA BHASKAR-LAKSHMIKANTHAM FIXED POINT THEOREM

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APA: Copy

LONG, J.H., HU, X.Y., & ZHANG, L.. (2008). ON THE HERMITIAN POSITIVE DEFINITE SOLUTION OF THE NONLINEAR MATRIX EQUATION X + A∗ 1 X−1A1 + A∗ 2 X−1A2 = I. BULLETIN OF THE BRAZILIAN MATHEMATICAL SOCIETY, 222(-), 645-654. SID. https://sid.ir/paper/662132/en

Vancouver: Copy

LONG J.H., HU X.Y., ZHANG L.. ON THE HERMITIAN POSITIVE DEFINITE SOLUTION OF THE NONLINEAR MATRIX EQUATION X + A∗ 1 X−1A1 + A∗ 2 X−1A2 = I. BULLETIN OF THE BRAZILIAN MATHEMATICAL SOCIETY[Internet]. 2008;222(-):645-654. Available from: https://sid.ir/paper/662132/en

IEEE: Copy

J.H. LONG, X.Y. HU, and L. ZHANG, “ON THE HERMITIAN POSITIVE DEFINITE SOLUTION OF THE NONLINEAR MATRIX EQUATION X + A∗ 1 X−1A1 + A∗ 2 X−1A2 = I,” BULLETIN OF THE BRAZILIAN MATHEMATICAL SOCIETY, vol. 222, no. -, pp. 645–654, 2008, [Online]. Available: https://sid.ir/paper/662132/en

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