Items where Division is "Research Laboratory on Engineering & Management Intelligence > Research Group of Operations Research and Decision Systems" and Year is 2023
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Number of items: 12.
B
| Date | Author/Title | Document Type | |
|---|---|---|---|
| 2023 | Bodnár, Gergely and Csató, László Mérhetnénk jobban a csapatok erejét a Bajnokok Ligájában? Fontos megjegyzés az Európai Labdarúgó-szövetség számára | Article |
C
| Date | Author/Title | Document Type | |
|---|---|---|---|
| 2023 | Csató, László Group draw with unknown qualified teams: A lesson from the 2022 FIFA World Cup draw |  | Article |
| 2023 | Csató, László How to avoid uncompetitive games? The importance of tie-breaking rules | Article | |
| 2023 | Csató, László Korlátozó feltételek hatása egyenes kieséses versenyeken | | Article |
| 2023 | Csató, László Quantifying the unfairness of the 2018 FIFA World Cup qualification | | Article |
| 2023 | Csató, László A comparative study of scoring systems by simulations | | Article |
| 2023 | Csató, László A paradox of tournament seeding | | Article |
| 2023 | Csató, László The unfairness of the revenue distribution system used in the UEFA club competitions | | Article |
F
| Date | Author/Title | Document Type | |
|---|---|---|---|
| 2023 | Faramondi, L and Oliva, G and Setola, R and Bozóki, Sándor Evaluating the effects of uncertainty in interval pairwise comparison matrices | | Article |
| 2023 | Faramondi, L and Oliva, G and Setola, R and Bozóki, Sándor Robustness to Rank Reversal in Pairwise Comparison Matrices Based on Uncertainty Bounds | | Article |
G
| Date | Author/Title | Document Type | |
|---|---|---|---|
| 2023 | Gyarmati, László and Mihálykóné Orbán, Éva and Mihálykó, Lajos Csaba and Szádoczki, Zsombor and Bozóki, Sándor The incomplete analytic hierarchy process and Bradley–Terry model: (In)consistency and information retrieval | Article |
P
| Date | Author/Title | Document Type | |
|---|---|---|---|
| 2023 | Papp, D and Regős, Krisztina and Domokos, Gábor and Bozóki, Sándor The smallest mono-unstable convex polyhedron with point masses has 8 faces and 11 vertices | Article |
