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1. An approximate Taylor’s theorem for R(X), Math. Scan., 33 (1973), 343-358.
2. Modulus of approximate continuity for R(X), Math. Scan., 34 (1974), 219-225.
3. Strongly regularity of non-peak points, Proc. Amer. Math. Soc., 51 (1975), 141- 142.
4. A density theorem for R(X), Bull. Inst. Math. Academia Sinica, 5 (1977), 99-103.
5. A note on modulus of approximate continuity on R(X), Rocky Mountain J. Math, 9 (1975) 755-759.
6. Approximation on boundary sets, Canadian Math. Bull., 22 (1979), 377-379.
7. An example concerning parts and Newtonian capacity, Proc. Amer. Math. Soc., 75 1979), 218-220.
8. Approximation by rational modules on nowhere dense sets, Pac. J. Math., 80 1979), 293-295.
9. Approximation by rational modules on boundary sets, Pac. J. Math, 92 (1981) 37-239.
10. Uniform approximation by rational modules on nowhere dense sets, Proc. Amer. Math. Soc., 81 (1981), 62-64, (joint work with T. Trent).
11. The uniform closure of rational modules, Bull. London Math. Soc., 13 (1981), 415-420 (joint work with T. Trent).
12. Rational modules and higher order Cauchy transforms, International J. of Math and Math Sciences, 4 (1982), 661-665.
13. Approximation by rational modules in Lip norms, Illinois J. of Math, 26 (1982), 632-636.
14. P2(m) and bounded pint evaluations, Proc. Amer. Math. Soc., 91 (1984), 421-425 (joint work with T. Trent).
15. A separating problem on function spaces, J. of Math Analy. Appl., 111 (1985), 177-187, (joint work with Y.S. Chow and T. Trent).
16. Separating sequences and divergent series, Bull. Math. Academia Sinica, 12 (1984), 399-404.
17. A localization operator for rational modules, Rocky Mountain Journal of Math, 19 (1989), 999-1002.
18. Mergelyan-Vitushkin approximation for rational modules, J. of Approximation Theory, 63 (1990), 368-374.
19. Approximation by rational modules in Lp and BMO, J. of Math. Analy. Appl., 160 (1991), 19-23.
20. Rational modules and cauchy transforms, II, Proc. Amer. Math Soc., 115 (1992), 405-408.
21. Minimum solution of ¶k+1 and middle Hankel operator, J. of Functional Analysis, 118 (1993). (Joint work with Z. Wu).
22. Optimal eigenstructure assignment using closed loop controllability conditions, Proceedings 27th SSST, 1995, 243-246 (joint work with M. Chang)
23. Images of Hankel operators, Integr. Equ. Oper. Theory 28 (1997), 87-96 (joint work with Z. Wu.
24. Clifford valued BMO in Bergman metric , Journal Advances
in Applied Clifford Algebras (joint work with Z. Wu)
25. Multipliers between BMO spaces on open unit ball, Integr. Equ. Oper. Theory,
45(2003), 231-249 (joint work with Z. Wu)
1. A Mergelyan-Vitushkin Approximation Theorem, proceedings
of the Symposium on Algebra, Analysis and Geometry, World Scientific
Publication, 1989.
1. Approximation by R(X) + z P(X), in preparation.
2. BMO ¶2 - approximation
in the plane, in preparation
3. Point evaluations on certain analytic modules and Hankel
type operators (joint work with T. Trent and Z. Wu)
4. Strongly regularity on R(X)
REFERRED CONFERENCE PROCEEDING
IN PREPARATION
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