TY  - RPRT
U1  - Arbeitspapier
A1  - Casajus, André
A1  - Kramm, Michael
T1  - The dual Lovász-Shapley value and the Shapley value for non-negatively weighted TU games
T2  - HHL Working paper
N2  - We suggest two economically plausible alternatives to the Lovász-Shapley value for non-negatively weighted TU games (Casajus and Wiese, 2017. Int. J. Game Theory 46 , 295-310), the dual Lovász-Shapley value and the Shapley² value. Whereas the former is based on the Lovász extension operator for TU games (Lovász, 1983. Mathematical Programming: The State of the Art, Springer, 235.256; Algaba et al., 2004. Theory Decis. 56, 229.238.), the latter two are based on the dual Lovász extension operator and the Shapley extension operator (Casajus and Kramm, 2021. Discrete Appl. Math. 294, 224.232), respectively.
T3  - HHL-Arbeitspapier / HHL Working paper - 196 
KW  - TU game
KW  - Lovász extension
KW  - CES production function
KW  - Dual Lovász extension
KW  - Shapley extension
Y1  - 2022
UN  - https://nbn-resolving.org/urn:nbn:de:0217-28490
SN  - 1864-4562
SS  - 1864-4562
U6  - https://doi.org/10.60734/opus-2849
DO  - https://doi.org/10.60734/opus-2849
SP  - 17
S1  - 17
PB  - HHL Leipzig Graduate School of Management
CY  - Leipzig
ER  -