Chinese Quarterly Journal of Mathematics ›› 1999, Vol. 14 ›› Issue (1): 35-42.
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Abstract: This paper deals with the existence theorem and Riemann Hilbert boundary value problem for general nonlinear elliptic complex equations of fourth order. Firstly we give the representation and existence theorem of solutions for the complex equations. Moreover,we propose the Riemann Hilbert problem and its well posedness,and then we give the representation of solutions for the modified boundary value problem and prove its solvsbility,and finally derive solvability conditions of the original Riemann Hilbert problem.
Key words:  , Riemann-Hilbert problem;elliptic complex equations
CLC Number:
 
O175
Wen Guochu, Huang Sha. The Riemann Hilbert Problem for General Elliptic Complex Equations of Fourth Order[J]. Chinese Quarterly Journal of Mathematics, 1999, 14(1): 35-42.
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https://sxjk.magtechjournal.com/EN/Y1999/V14/I1/35