Pages that link to "Item:Q845609"

The following pages link to Core and equilibria in coalitional asymmetric information economies (Q845609):

Displaying 20 items.

• Coalitional fairness in interim differential information economies (Q404996) (← links)
• A note on the private core and coalitional fairness under asymmetric information (Q619634) (← links)
• Core and equilibria under ambiguity (Q641837) (← links)
• The Edgeworth's conjecture in finitely additive production economies (Q837119) (← links)
• Core and coalitional fairness: the case of information sharing rules (Q889255) (← links)
• The measure of blocking coalitions in differential information economies (Q1003113) (← links)
• A note on the individualistic foundations of the core in economies with asymmetric information (Q1274653) (← links)
• Coalition structure values in differential information economies: Is unity a strength? (Q1394996) (← links)
• The core of an exchange economy with asymmetric information (Q1601338) (← links)
• The farsighted core in a political game with asymmetric information (Q1704073) (← links)
• Manipulations by coalitions under asymmetric information: The case of Groves mechanisms (Q1915707) (← links)
• Communication, credible improvements and the core of an economy with asymmetric information (Q1972260) (← links)
• Blocking coalitions and fairness in asset markets and asymmetric information economies (Q2099034) (← links)
• Information within coalitions: risk and ambiguity (Q2175958) (← links)
• A special class of fuzzy measures: Choquet integral and applications (Q2328801) (← links)
• Coalitional extreme desirability in finitely additive economies with asymmetric information (Q2338658) (← links)
• Information and size of coalitions (Q2447153) (← links)
• Core, equilibria and incentives in large asymmetric information economies (Q2460834) (← links)
• The Choquet integral with respect to fuzzy measures and applications (Q4599387) (← links)
• Economies with informational asymmetries and limited vetoer coalitions (Q5962159) (← links)