Travelled to:
1 × Iceland
1 × Israel
1 × Portugal
2 × Canada
4 × USA
Collaborated with:
∅ N.B.Dimitrov T.Suel M.Klugerman R.Cypher R.Rajaraman P.D.MacKenzie F.T.Leighton S.K.Baruah N.K.Cohen D.A.Varvel N.Kahale Y.Ma E.Szemerédi B.Ghosh B.M.Maggs S.Muthukrishnan A.W.Richa R.E.Tarjan D.Zuckerman
Talks about:
network (4) sort (4) logarithm (3) hypercub (3) time (3) algorithm (2) weight (2) lower (2) depth (2) bound (2)
Person: C. Greg Plaxton
DBLP: Plaxton:C=_Greg
Contributed to:
Wrote 12 papers:
- ICALP-A-2008-DimitrovP
- Competitive Weighted Matching in Transversal Matroids (NBD, CGP), pp. 397–408.
- ICALP-A-2008-Plaxton #performance #scheduling
- Fast Scheduling of Weighted Unit Jobs with Release Times and Deadlines (CGP), pp. 222–233.
- ICALP-2005-DimitrovP #graph #process
- Optimal Cover Time for a Graph-Based Coupon Collector Process (NBD, CGP), pp. 702–716.
- STOC-2003-Plaxton #algorithm #approximate #problem
- Approximation algorithms for hierarchical location problems (CGP), pp. 40–49.
- STOC-1995-GhoshLMMPRRTZ #algorithm #analysis
- Tight analyses of two local load balancing algorithms (BG, FTL, BMM, SM, CGP, RR, AWR, RET, DZ), pp. 548–558.
- STOC-1995-KahaleLMPSS #bound #network #sorting
- Lower bounds for sorting networks (NK, FTL, YM, CGP, TS, ES), pp. 437–446.
- ICALP-1994-PlaxtonS #bound #network #sorting
- A Super-Logarithmic Lower Bound for Hypercubic Sorting Networks (CGP, TS), pp. 618–629.
- STOC-1994-MacKenziePR #on the #probability #protocol
- On contention resolution protocols and associated probabilistic phenomena (PDM, CGP, RR), pp. 153–162.
- STOC-1993-BaruahCPV #resource management
- Proportionate progress: a notion of fairness in resource allocation (SKB, NKC, CGP, DAV), pp. 345–354.
- STOC-1992-KlugermanP #network
- Small-Depth Counting Networks (MK, CGP), pp. 417–428.
- STOC-1992-Plaxton #network #sorting
- A Hypercubic Sorting Network with Nearly Logarithmic Depth (CGP), pp. 405–416.
- STOC-1990-CypherP #sorting
- Deterministic Sorting in Nearly Logarithmic Time on the Hypercube and Related Computers (RC, CGP), pp. 193–203.