Travelled to:
1 × China
1 × Italy
1 × Korea
2 × Canada
2 × USA
Collaborated with:
J.Lee H.Kim D.Tonke U.Wikborg C.Jung J.Paek S.Park Dong-Hyun Roh D.Kim H.Lee R.S.Sreenivas
Talks about:
cluster (9) tool (9) schedul (8) arm (5) time (4) constraint (2) wafer (2) singl (2) robot (2) optim (2)
Person: Tae-Eog Lee
DBLP: Lee:Tae=Eog
Contributed to:
Wrote 11 papers:
- CASE-2013-KimLK #clustering #scheduling #tool support
- Optimal scheduling of transient cycles for single-armed cluster tools (DKK, TEL, HJK), pp. 874–879.
- CASE-2012-TonkeL #clustering #independence #scheduling
- Scheduling of a dual-armed cluster tool with two independent robot arms (DT, TEL), pp. 200–205.
- CASE-2012-WikborgL #multi #petri net #problem #scheduling
- Scheduling of Petri nets as a multi-objective shortest path problem (UW, TEL), pp. 212–217.
- CASE-2011-KimL #clustering #constraints #scheduling #tool support
- Scheduling of cluster tools with ready time constraints for small lot production (HJK, TEL), pp. 96–101.
- CASE-2011-LeeL #clustering #concurrent #multi
- Concurrent processing of multiple wafer types in a single-armed cluster tool (JHL, TEL), pp. 102–107.
- CASE-2010-LeeL #architecture #clustering #scheduling #tool support
- An open scheduling architecture for cluster tools (JHL, TEL), pp. 420–425.
- CASE-2008-JungL #clustering #performance #scheduling #tool support
- Efficient scheduling method based on an assignment model for robotized cluster tools (CJ, TEL), pp. 79–84.
- CASE-2008-PaekL #clustering #scheduling #strict #tool support
- Optimal scheduling of dual-armed cluster tools without swap restriction (JHP, TEL), pp. 103–108.
- CASE-2006-LeeLS #clustering #graph
- Token delays and generalized workload balancing for timed event graphs with application to cluster tool operation (TEL, HYL, RSS), pp. 93–99.
- CASE-2005-LeeP #analysis #constraints #graph
- Steady state analysis of a timed event graph with time window constraints (TEL, SHP), pp. 404–409.
- CASE-2018-RohL #clustering #worst-case
- Characterizing the Worst-Case Wafer Delay in a Cluster Tool Operated in a $K$-Cyclic Schedule (DHR, TEL), pp. 1562–1567.