|
Katerina Asdre, PhD |
|
|
||
| Computer Science Department | |||||
| University of Ioannina | Phone: +30-26510-98832 |
||||
| GR-45110 Ioannina, Greece | e-mail: katerina@cs.uoi.gr |
| Education |
| 2003-2008 | Ph.D., Dept. of Computer Science, University of Ioannina |
| 1999-2001 | M.Sc., Dept. of Computer Science, University of Ioannina |
| 1995-1999 | B. Sc., Dept. of Computer Science, University of Ioannina |
| Research Interests |
· |
Design and Analysis of Algorithms - Graph Algorithms |
· |
Graph Theory - Perfect Graphs |
· |
Discrete Event Simulation - Algorithms and Data Structures |
| Journal and Conference Publications |
| · | A Polynomial Solution to the k-fixed-endpoint Path Cover Problem on Proper Interval Graphs |
| · | The 1-fixed-endpoint Path Cover Problem is Polynomial on Interval Graphs |
| · | The Harmonious
Coloring Problem is NP-complete for Interval and Permutation Graphs |
| · | NP-completeness
Results for some Problems on Subclasses of Bipartite and Chordal Graphs |
| · | A Linear-time Algorithm
for the k-fixed-endpoint Path Cover Problem on Cographs |
| · | An optimal parallel solution
for the path cover problem on P4-sparse graphs |
| · | P-tree Structures and
Event Horizon: Efficient Event-set Implementations |
| ° | The 2-terminal-set Path
Cover Problem and its Polynomial Solution on Cographs |
| ° | A polynomial solution
for the k-fixed-endpoint path cover problem on proper interval
graphs |
| ° | P-tree structures and
event horizon: Efficient event-set implementations |
| ° | Optimal algorithms for the
path cover problem on P4-sparse graphs |
| Teaching Experience |
| 1999-current | Teaching Assistant, CS-442: Design and Analysis of Algorithms |
| Teaching Assistant, CS-E15: Parallel Algorithms |