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18A SDP Relaxation of MaxCut

Part 1 (5:26)

Link: https://rensselaer.webex.com/rensselaer/ldr.php?RCID=7f637d0d837f406fb10dc72f15cc3a7a

Part 2 (7:45)

Link: https://rensselaer.webex.com/rensselaer/ldr.php?RCID=cad89762cca24b70b37b3ab5d06b9caa

Part 3 (9:52)

Link: https://rensselaer.webex.com/rensselaer/ldr.php?RCID=417a16f03e5843569b0ef55c85a5b923

Part 4 (14:53)

Link: https://rensselaer.webex.com/rensselaer/ldr.php?RCID=baf9441d046d492fac4b13356c21fe36

18B Goemans-Williamson Algorithm

Part 1 (10:01)

Link: https://rensselaer.webex.com/rensselaer/ldr.php?RCID=d1ce007356c64aa9a892a60785f53ea7

Part 2 (3:03)

Link: https://rensselaer.webex.com/rensselaer/ldr.php?RCID=c35785c90e1b4fe0918c9f396f7bfddb

Part 3 (12:16)

Link: https://rensselaer.webex.com/rensselaer/ldr.php?RCID=a759ff7999a04df6a579c9663f5731f8

Part 4 (9:40)

Link: https://rensselaer.webex.com/rensselaer/ldr.php?RCID=97a4867ce2784581862801aa53b1c775

18C The Lovász Θ Number

Part 1 (10:01)

Link: https://rensselaer.webex.com/rensselaer/ldr.php?RCID=ae49ed720aa241029a7e5aee08c08820

Part 2 (5:23)

Link: https://rensselaer.webex.com/rensselaer/ldr.php?RCID=fea0df322d614898a3bde67d7dd8c072

Part 3 (6:27)

Link: https://rensselaer.webex.com/rensselaer/ldr.php?RCID=64a72478dee14a3393863822615ea1dc

Part 4 (7:03)

Link: https://rensselaer.webex.com/rensselaer/ldr.php?RCID=d16b6ee1ec2f46afb832beeb3f7d55ae

Part 5 (10:56)

Link: https://rensselaer.webex.com/rensselaer/ldr.php?RCID=2a2f03f0f7bb445497269beddef7da2e