@booklet {edhan-cvomgac2012,
	title = {Continuous Values of Market Games Are Conic},
	howpublished = {Discussion Papers},
	year = {2012},
	month = {8},
	abstract = {We prove that every continuous value on a space of vector measure market games $Q$, containing the space of nonatomic measures $NA$, has the textitconic property, i.e., if a game $vin Q$ coincides with a nonatomic measure $nu$ on a conical diagonal neighborhood then $varphi(v)=nu$. We deduce that every continuous value on the linear space $mathcal M$, spanned by all vector measure market games, is determined by its values on $mathcalLM$ - the space of vector measure market games which are Lipschitz functions of the measures.},
	url = {/files/dp623.pdf},
	author = {Omer Edhan}
}
