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Travelled to:
1 × Canada
1 × China
1 × India
1 × Italy
1 × Korea
1 × Taiwan
2 × USA
Collaborated with:
M.Zhou Y.Qiao F.Yang Z.Li Q.Zhu C.Chu F.Chu L.Bai Li Yin SiWei Zhang H.Hu M.Zhou Z.Li Y.Wu R.Su S.Peng
Talks about:
schedul (14) cluster (14) tool (14) arm (12) time (10) wafer (7) singl (7) petri (7) net (7) analysi (6)

Person: Naiqi Wu

DBLP DBLP: Wu:Naiqi

Contributed to:

CASE 20142014
CASE 20132013
CASE 20122012
CASE 20112011
CASE 20102010
CASE 20092009
CASE 20082008
CASE 20062006
CASE 20162016
CASE 20172017
CASE 20182018

Wrote 19 papers:

CASE-2014-WuBZ #approach #linear #scheduling
Linear programming-based approach to scheduling of crude oil operations in refinery with oil type mixing requirement (NW, LB, MZ), pp. 430–435.
CASE-2014-YangWQZ #clustering #multi #scheduling #tool support
Optimal scheduling of single-arm multi-cluster tools with two-space buffering modules (FY, NW, YQ, MZ), pp. 75–80.
CASE-2014-ZhuWQZ #analysis #clustering #constraints #modelling #multi #petri net #scheduling #tool support
Modeling and schedulability analysis of single-arm multi-cluster tools with residency time constraints via Petri nets (QZ, NW, YQ, MZ), pp. 81–86.
CASE-2013-QiaoWZ #clustering #scheduling #tool support
Scheduling of time constrained dual-arm cluster tools with wafer revisiting (YQ, NW, MZ), pp. 868–873.
CASE-2013-ZhuWQZ #clustering #modelling #multi #petri net #scheduling #tool support
Petri net modeling and one-wafer scheduling of single-arm multi-cluster tools (QZ, NW, YQ, MZ), pp. 862–867.
CASE-2012-QiaoWZ #analysis #clustering #petri net #scheduling #tool support
Petri net-based scheduling analysis of dual-arm cluster tools with wafer revisiting (YQ, NW, MZ), pp. 206–211.
CASE-2011-QiaoWZ #analysis #clustering #modelling #tool support
Modeling and analysis of dual-arm cluster tools for wafer fabrication with revisiting (YQ, NW, MZ), pp. 90–95.
CASE-2010-HuZLW #assembly #automation #concurrent #flexibility
Deadlock-free control of ratio-enforced automated manufacturing systems with flexible routes and assembly operations (HH, MZ, ZL, NW), pp. 459–464.
CASE-2010-WuZ #bound #clustering #petri net #process #scheduling #tool support
Petri net-based scheduling of time-constrained dual-arm cluster tools with bounded activity time variation (NW, MZ), pp. 465–470.
CASE-2009-WuCCW #heuristic #problem
Heuristic for lane reservation problem in time constrained transportation (YW, CC, FC, NW), pp. 543–548.
CASE-2009-WuCCZ #approach #clustering #novel #scheduling #tool support
A novel approach to scheduling of single-arm cluster tools with wafer revisiting (NW, FC, CC, MZ), pp. 567–572.
CASE-2008-WuZPCC #clustering #constraints #modelling #petri net #process #realtime #tool support
Petri net modeling and real-time control of dual-arm cluster tools with residency time constraint and activity time variations (NW, MZ, SP, FC, CC), pp. 109–114.
CASE-2006-WuZ #clustering #constraints #petri net #scheduling #tool support
Schedulability and Scheduling of Dual-Arm Cluster Tools with Residency Time Constraints Based on Petri Net (NW, MZ), pp. 87–92.
CASE-2016-QiaoZWZL #clustering #linear #optimisation #process #tool support
Optimizing close-down processes of single-robot cluster tools via linear programing (YQ, MZ, NW, QZ, ZL), pp. 148–153.
CASE-2016-YangWBZ #analysis #clustering #multi #scheduling #tool support
Optimal one-wafer cyclic scheduling analysis of transport-dominant single-arm multi-cluster tools (FY, NW, LB, MZ), pp. 1405–1410.
CASE-2016-YangWQZ #analysis #clustering #hybrid #multi #scheduling #tool support
Optimal scheduling analysis of treelike hybrid multi-cluster tools (FY, NW, YQ, MZ), pp. 1400–1404.
CASE-2016-YinLW #fault #petri net
Fault diagnosis in DESs modeled by partially observed Petri nets (LY, ZL, NW), pp. 966–971.
CASE-2017-ZhangWL #scheduling
Scheduling of crude oil operations in refineries with least tank requirement (SZ, NW, ZL), pp. 243–248.
CASE-2018-YangWSQ #analysis #clustering #constraints #scheduling #tool support
Cyclic Scheduling Analysis of Single-arm Cluster Tools with Wafer Residency Time Constraint and Chamber Cleaning Operations (FY, NW, RS, YQ), pp. 241–246.

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