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- Q57659043 description "im Mai 2016 veröffentlichter wissenschaftlicher Artikel" @default.
- Q57659043 description "scholarly article by Alberto Caprara et al published May 2016 in Information Processing Letters" @default.
- Q57659043 description "wetenschappelijk artikel" @default.
- Q57659043 description "наукова стаття, опублікована в травні 2016" @default.
- Q57659043 name "Solving the Temporal Knapsack Problem via Recursive Dantzig–Wolfe Reformulation" @default.
- Q57659043 name "Solving the Temporal Knapsack Problem via Recursive Dantzig–Wolfe Reformulation" @default.
- Q57659043 type Item @default.
- Q57659043 label "Solving the Temporal Knapsack Problem via Recursive Dantzig–Wolfe Reformulation" @default.
- Q57659043 label "Solving the Temporal Knapsack Problem via Recursive Dantzig–Wolfe Reformulation" @default.
- Q57659043 prefLabel "Solving the Temporal Knapsack Problem via Recursive Dantzig–Wolfe Reformulation" @default.
- Q57659043 prefLabel "Solving the Temporal Knapsack Problem via Recursive Dantzig–Wolfe Reformulation" @default.
- Q57659043 P1433 Q57659043-654571B3-9010-464B-BB78-DE3C20B30AD7 @default.
- Q57659043 P1476 Q57659043-0D3EC190-EC36-4FD0-A995-025106294917 @default.
- Q57659043 P2093 Q57659043-3D7F0482-0D43-4891-9DDD-99D09B5CFB5F @default.
- Q57659043 P2093 Q57659043-69BB613D-E424-43A4-9640-57E5835EF253 @default.
- Q57659043 P2093 Q57659043-96EEAB4B-C217-4555-9D50-7826FE260ECE @default.
- Q57659043 P304 Q57659043-45AA3C12-8F86-4004-9697-F09D9DD697CF @default.
- Q57659043 P31 Q57659043-20CC5905-D2BD-4557-9408-A3BA5324410D @default.
- Q57659043 P356 Q57659043-219E3548-3F4F-402B-B7B8-97A749CAD5CA @default.
- Q57659043 P433 Q57659043-D07B4AF3-B4AB-49C3-ACC3-EF0771165A5C @default.
- Q57659043 P478 Q57659043-97151C0E-B435-461B-AB36-63D11DF41F3B @default.
- Q57659043 P50 Q57659043-0793AD03-D03D-48CD-A4B4-01AD7258F266 @default.
- Q57659043 P577 Q57659043-6685D992-A5F6-48AA-902C-8D101F17F064 @default.
- Q57659043 P6104 Q57659043-363165CA-C61C-4B76-B66D-4C3F25C4E742 @default.
- Q57659043 P894 Q57659043-FC0B13A5-ECC0-4802-AC07-032C7EBE90B5 @default.
- Q57659043 P8978 Q57659043-42B77AA6-3425-4B84-8551-C301530ACEC8 @default.
- Q57659043 P921 Q57659043-1AB40957-33EB-460F-B397-8CA99B722367 @default.
- Q57659043 P921 Q57659043-DEF3CB81-9573-4963-9EEB-05C1859235E2 @default.
- Q57659043 P356 J.IPL.2016.01.008 @default.
- Q57659043 P8978 CapraraFMT16 @default.
- Q57659043 P1433 Q129239 @default.
- Q57659043 P1476 "Solving the Temporal Knapsack Problem via Recursive Dantzig–Wolfe Reformulation" @default.
- Q57659043 P2093 "Alberto Caprara" @default.
- Q57659043 P2093 "Emiliano Traversi" @default.
- Q57659043 P2093 "Enrico Malaguti" @default.
- Q57659043 P304 "379-386" @default.
- Q57659043 P31 Q13442814 @default.
- Q57659043 P356 "10.1016/J.IPL.2016.01.008" @default.
- Q57659043 P433 "5" @default.
- Q57659043 P478 "116" @default.
- Q57659043 P50 Q57416960 @default.
- Q57659043 P577 "2016-05-01T00:00:00Z" @default.
- Q57659043 P6104 Q8487137 @default.
- Q57659043 P894 "1358.90111" @default.
- Q57659043 P8978 "journals/ipl/CapraraFMT16" @default.
- Q57659043 P921 Q208163 @default.
- Q57659043 P921 Q2878974 @default.