References
- Wen GC, Begehr H. Boundary value problems for elliptic equations and systems. Harlow: Longman Scientific and Technical Company; 1990.
- Wen GC. Conformal mappings and boundary value problems. Translations of mathematics monographs. vol. 106. Providence, RI: Amer. Math. Soc; 1992.
- Wen GC. Linear and nonlinear elliptic complex equations. Shanghai: Shanghai Scientific and Technical Publishers; 1986.
- Wen GC, Tai CW, Tian MY. Function theoretic methods of free boundary problems and their applications to mechanics. Beijing: Higher Education Press; 1996.
- Wen GC. Recent progress in theory and applications of modern complex analysis. Beijing: Science Press; 2010.
- Wen GC. Approximate methods and numerical analysis for elliptic complex equations. Amsterdam: Gordon and Breach; 1999.
- Wen GC. Linear and nonlinear parabolic complex equations. Singapore: World Scientific Publishing Co.; 1999.
- Wen GC, Zou BT. Initial-boundary value problems for nonlinear parabolic equations in higher dimensional domains. Beijing: Science Press; 2002.
- Wen GC. Linear and quasilinear complex equations of hyperbolic and mixed Type. London: Taylor and Francis; 2002.
- Huang S, Qiao YY, Wen GC. Real and complex Clifford analysis. Heidelberg: Springer-Verlag; 2005.
- Wen GC. Nonlinear partial differential complex equations. Beijing: Science Press; 1999.
- Wen GC, Chen DC, Xu ZL. Nonlinear complex analysis and its applications. Mathematics monograph series. Vol. 12. Beijing: Science Press; 2008.
- Wen GC. Existence of solutions of inverse problems for elliptic complex equations with degenerate curve in multiply connected domains. Anal. Appl. (ZAA). 2013;32:1–17.
- Gutlyanskii V, Ryazanov V, Srebro U, Yakubov E. The Beltrami equations, A geometric approach. Development in mathematics. Vol. 26. New York: Springer; 2012.
- Bojarski B, Gutlyanskii V, Ryazanov V. Dirichlet problem for general Beltrami equation in Jordan domains. Ukr. Math. Visn. 2012;9:460–476. Transl. in, J. Math. Sci. 2013;190:525–538.
- Dybov Yu. On regular solutions of the Dirichlet problem for the Beltrami equations. Complex Variables Elliptic Eq. 2010;55:1099–1116.
- Kovtonyuk DA, Petkov IV, Ryazanov VI. On the Dirichlet problem for the Beltrami equations in finitely connected domains. Ukr. Mat. Zh. 2012;64:932–944. Transl. in, Ukrainian Math. J. 2012;64:1064–1077.
- Vekua IN. Generalized analytic functions. Oxford: Pergamon; 1962.
- Goluzin GM. Geometric theory of functions of a complex variable. Providence, RI: Amer. Math. Soc; 1969.