decision support systems systems ghent university utrecht
play

Decision Support Systems SYSTeMS Ghent University Utrecht - PowerPoint PPT Presentation

Decision Support Systems SYSTeMS Ghent University Utrecht University Linda Gert van der Gaag de Cooman Arthur Silja Van Camp Renooij Erik Quaeghebeur Marjan Jasper De Bock van den Akker Steven Stavros Woudenberg Lopatatzidis


  1. Decision Support Systems SYSTeMS Ghent University Utrecht University Linda Gert van der Gaag de Cooman Arthur Silja Van Camp Renooij Erik Quaeghebeur Marjan Jasper De Bock van den Akker Steven Stavros Woudenberg Lopatatzidis Merel Rietbergen Algorithms & Complexity Centrum Wiskunde & Informatica Peter Grünwald

  2. Decision Support Systems SYSTeMS Ghent University Utrecht University Linda Gert van der Gaag de Cooman Arthur Silja Van Camp Renooij Erik Quaeghebeur Marjan Jasper De Bock van den Akker Steven Stavros Woudenberg Lopatatzidis Merel Rietbergen Algorithms & Complexity Centrum Wiskunde & Informatica Peter Grünwald

  3. Decision Support Systems SYSTeMS Ghent University Utrecht University Linda Gert van der Gaag de Cooman Arthur Silja Van Camp Renooij Erik Quaeghebeur Marjan Jasper De Bock van den Akker Steven Stavros Woudenberg Lopatatzidis Merel Rietbergen Algorithms & Complexity Centrum Wiskunde & Informatica Peter Grünwald

  4. Decision Support Systems SYSTeMS Ghent University Utrecht University Linda Gert van der Gaag de Cooman Arthur Silja Van Camp Renooij Erik Quaeghebeur Marjan Jasper De Bock van den Akker Steven Stavros Woudenberg Lopatatzidis Merel Rietbergen Algorithms & Complexity Centrum Wiskunde & Informatica Peter Grünwald

  5. Decision Support Systems SYSTeMS Ghent University Utrecht University Linda Gert van der Gaag de Cooman Arthur Silja Van Camp Renooij Erik Quaeghebeur Marjan Jasper De Bock van den Akker Steven Stavros Woudenberg Lopatatzidis Merel Rietbergen Algorithms & Complexity Centrum Wiskunde & Informatica Peter Grünwald

  6. Decision Support Systems SYSTeMS Ghent University Utrecht University Linda Gert van der Gaag de Cooman Arthur Silja Van Camp Renooij Erik Quaeghebeur Marjan Jasper De Bock van den Akker Steven Stavros Woudenberg Lopatatzidis Merel Rietbergen Algorithms & Complexity Centrum Wiskunde & Informatica Peter Grünwald

  7. Decision Support Systems SYSTeMS Ghent University Utrecht University Linda Gert van der Gaag de Cooman Arthur Silja Van Camp Renooij Erik Quaeghebeur Marjan Jasper De Bock van den Akker Steven Stavros Woudenberg Lopatatzidis Merel Rietbergen Algorithms & Complexity Centrum Wiskunde & Informatica Peter Grünwald

  8. Characterizing Coherence, Correcting Incoherence Erik Quaeghebeur

  9. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

  10. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

  11. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

  12. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

  13. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

  14. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

  15. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

  16. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

  17. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

  18. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

  19. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

  20. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

  21. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

  22. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

  23. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

  24. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

  25. g 2 P b K 1 P g 1 g 2 Pg 2 E P a 1 0 1 b 1 Ω Q 2 D P 1 1 c 0 P c 2 2 D Q 0 P a min g 1 0 Pg 1 1 1 2

Recommend


More recommend