Donald Turner Searls
Ph.D. North Carolina State University 1963
Dissertation:
On the "large" observation problem.
Advisor: Alva Leroy Finkner
Students:
Click
here to see the students listed in chronological order.
| Name | School | Year | Descendants |
|---|---|---|---|
| Amin, Rashad | University of Northern Colorado | 1990 | |
| Belstock, Alan | University of Northern Colorado | 1986 | |
| Brophy, Richard | University of Northern Colorado | 1990 | |
| Chang, Yin-Jung | University of Northern Colorado | 1994 | |
| Culverhouse, John | University of Northern Colorado | 1988 | |
| Gee, Mei-Jih | University of Northern Colorado | 1993 | |
| Hsieh, Chi-Hung | University of Northern Colorado | 1993 | |
| Ibrahim, Ibrahim | University of Northern Colorado | 1988 | |
| Intarapanich, Pichai | University of Northern Colorado | 1988 | |
| Kalk, John | University of Colorado at Boulder | 1981 | |
| Lee, Hyung | University of Northern Colorado | 1987 | |
| Leu, Shirong | University of Northern Colorado | 1994 | |
| McClure, Ty | University of Northern Colorado | 1996 | |
| Mguni, Burton | University of Northern Colorado | 1988 | |
| Mullis, Ina | University of Colorado at Boulder | 1978 | 1 |
| Phillips, Donald | University of Colorado at Boulder | 1984 | |
| Phonvichai, Thanavath | University of Northern Colorado | 1995 | |
| Poole, James | University of Northern Colorado | 1993 | |
| Samp, Eric | University of Northern Colorado | 1994 | |
| Shaw, Antoinette | University of Northern Colorado | 1994 | |
| Sievers, Raymond | University of Northern Colorado | 1996 | |
| Slotnick, Henry | University of Northern Colorado | 1988 | |
| Teng, Pao-Sheng | University of Northern Colorado | 1990 |
According to our current on-line database, Donald Searls has 23 students and 24 descendants.
We welcome any additional information.
If you have additional information or corrections regarding this mathematician, please use the update form. To submit students of this mathematician, please use the new data form, noting this mathematician's MGP ID of 52661 for the advisor ID.