Éric Taillard's page

Quadratic assignment instances

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Burkard and Offerman
- bur26a
- bur26b
- bur26c
- bur26d
- bur26e
- bur26f
- bur26g
- bur26h
Christofides and Benavent
- chr12a
- chr12b
- chr12c
- chr15a
- chr15b
- chr15c
- chr18a
- chr18b
- chr20a
- chr20b
- chr20c
- chr22a
- chr22b
- chr25a
Drezner
- dre15
- dre18
- dre21
- dre24
- dre28
- dre30
- dre42
- dre56
- dre72
- dre90
- dre110
- dre132
Elshafei
- els19
Eschermann and Wunderlich
- esc8a
- esc8b
- esc8c
- esc8d
- esc8e
- esc8f
- esc16a
- esc16b
- esc16c
- esc16d
- esc16e
- esc16f
- esc16g
- esc16h
- esc16i
- esc16j
- esc32a
- esc32b
- esc32c
- esc32d
- esc32e
- esc32f
- esc32g
- esc32h
- esc64a
- esc128
Krarup and Pruzan
- kra30a
- kra30b
- kra32
Nugent Vollmann and Ruml
- nug5
- nug6
- nug7
- nug8
- nug12
- nug15
- nug20
- nug30
- nug14
- nug16a
- nug16b
- nug17
- nug18
- nug21
- nug22
- nug24
- nug27
- nug28
Pardalos, a
- lipa10a
- lipa20a
- lipa30a
- lipa40a
- lipa50a
- lipa60a
- lipa70a
- lipa80a
- lipa90a
Pardalos, b
- lipa10b
- lipa20b
- lipa30b
- lipa40b
- lipa50b
- lipa60b
- lipa70b
- lipa80b
- lipa90b
Roucairol
- rou10
- rou12
- rou15
- rou20
Scriabin and Vergin
- scr10
- scr12
- scr15
- scr20
Skorin-Kapov
- sko42
- sko49
- sko56
- sko64
- sko72
- sko81
- sko90
- sko100a
- sko100b
- sko100c
- sko100d
- sko100e
- sko100f
Steinberg
- ste36a
- ste36b
- ste36c
Taillard, uniform
- tai5a
- tai6a
- tai7a
- tai8a
- tai9a
- tai10a
- tai11a
- tai12a
- tai13a
- tai14a
- tai15a
- tai16a
- tai17a
- tai18a
- tai19a
- tai20a
- tai21a
- tai22a
- tai23a
- tai24a
- tai25a
- tai26a
- tai27a
- tai28a
- tai29a
- tai30a
- tai31a
- tai32a
- tai33a
- tai34a
- tai35a
- tai36a
- tai37a
- tai38a
- tai39a
- tai40a
- tai50a
- tai60a
- tai80a
- tai100a
Taillard, grey patterns
- About the instances
- grey8_8_13
- grey16_16_92
- Best solutions to grey8_8 instances
- Best solutions to grey16_16 instances
Taillard, asymetrical
- tai10b
- tai12b
- tai15b
- tai20b
- tai21b
- tai22b
- tai23b
- tai24b
- tai25b
- tai26b
- tai27b
- tai28b
- tai29b
- tai30b
- tai31b
- tai32b
- tai33b
- tai34b
- tai35b
- tai40b
- tai50b
- tai60b
- tai80b
- tai100b
- tai150b
Taillard, symetrical and structured summary of best solution value known
Taillard, symetrical and structured, size = 27
- tai27e01 --> tai27e20
- tai27e01
- tai27e02
- tai27e03
- tai27e04
- tai27e05
- tai27e06
- tai27e07
- tai27e08
- tai27e09
- tai27e10
- tai27e11
- tai27e12
- tai27e13
- tai27e14
- tai27e15
- tai27e16
- tai27e17
- tai27e18
- tai27e19
- tai27e20
Taillard, symetrical and structured, size = 45
- tai45e01 --> tai45e20
- tai45e01
- tai45e02
- tai45e03
- tai45e04
- tai45e05
- tai45e06
- tai45e07
- tai45e08
- tai45e09
- tai45e10
- tai45e11
- tai45e12
- tai45e13
- tai45e14
- tai45e15
- tai45e16
- tai45e17
- tai45e18
- tai45e19
- tai45e20
Taillard, symetrical and structured, size = 75
- tai75e01 --> tai75e20
- tai75e01
- tai75e02
- tai75e03
- tai75e04
- tai75e05
- tai75e06
- tai75e07
- tai75e08
- tai75e09
- tai75e10
- tai75e11
- tai75e12
- tai75e13
- tai75e14
- tai75e15
- tai75e16
- tai75e17
- tai75e18
- tai75e19
- tai75e20
Taillard, symetrical and structured, size = 125
- tai125e01 --> tai125e20
- tai125e01
- tai125e02
- tai125e03
- tai125e04
- tai125e05
- tai125e06
- tai125e07
- tai125e08
- tai125e09
- tai125e10
- tai125e11
- tai125e12
- tai125e13
- tai125e14
- tai125e15
- tai125e16
- tai125e17
- tai125e18
- tai125e19
- tai125e20
Taillard, symetrical and structured, size = 175
- tai175e01 --> tai175e20
Taillard, symetrical and structured, size = 343
- tai343e01 --> tai343e20
- tai343e01
- tai343e02
- tai343e03
- tai343e04
- tai343e05
- tai343e06
- tai343e07
- tai343e08
- tai343e09
- tai343e10
- tai343e11
- tai343e12
- tai343e13
- tai343e14
- tai343e15
- tai343e16
- tai343e17
- tai343e18
- tai343e19
- tai343e20
Taillard, symetrical and structured, size = 729
- tai729e01 --> tai729e10
- tai729e01
- tai729e02
- tai729e03
- tai729e04
- tai729e05
- tai729e06
- tai729e07
- tai729e08
- tai729e09
- tai729e10
Thonemann & Bölte
- tho30
- tho40
- tho150
Wilhelm & Ward
- wil50
- wil100

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