| 1 | Verifications of visual characteristic of complex functions $f_{\alpha, c}(z)= z^{\alpha+c}$ Kim, Hong Oh, Proc. CGI'93, pp.345 - 357, 1993-07-01 |
| 2 | Equivalence of function-theoretic conditions characterizing compact composition operators on H^2 Kim, Hong Oh, Symposium on Function Algebra-Hokkaido University, 1998 |
| 3 | Animation of blooming flower using a family of complex functions $M\zeta\alpha(x)=\exp(-\alpha\frac{\zeta+z}{\zeta-z})$ Kim, Hong Oh, Proceeding of CA '93, pp.29 - 42, 1993-07-01 |
| 4 | Sampling theorems in generalized Shannon systems Kim, Hong Oh, pp.255 - 259, 1997-07-01 |
| 5 | F-algebra M of analytic functions Kim, Hong Oh, pp.43 - 46, 1996-07-01 |
| 6 | Applications of shift-invariant space theory to some problems of multi-resolution analysis of L^2(R^d) Kim, Hong Oh, Conference on Wavelet Analysis and Applications, 1999 |
| 7 | On the Cohen-type conditions for the stability of shifts of a refinable function Kim, Hong Oh, Conference on Wavelet Analysis and Applications, 1999 |
