We construct a complete space of smooth strictly convex preferences defined over commodities and monetary transfers. Our model extends the classical one in that preferences are strictly monotone in monetary transfers, but need not be monotone in all commodities. We thereby provide a natural framework for performing genericity analyses in situations involving inventory costs or decisions under risk. The constructed space of preferences is contractible, which allows for a natural aggregation procedure in collective decision situations
This paper revisits the aggregation theorem of Chichilnisky (1980), replacing the original smooth to...
We consider a problem of allocating infinitely divisible commodities among a group of agents. More s...
This paper revisits the aggregation theorem of Chichilnisky (1980), replacing the original smooth to...
We construct a complete space of smooth strictly convex preferences defined over commodities and mon...
We construct a complete space of smooth strictly convex preference relations defined over physical c...
Convexity of preferences is a canonical assumption in economic theory. In this paper we consider a g...
Convexity of preferences is a canonical assumption in economic theory. In this paper we consider a g...
Convexity of preferences is a canonical assumption in economic theory. In this paper we consider a g...
We consider preferences over all random variables on a given nonatomic probability space. We show th...
Convexity of preferences is a canonical assumption in economic theory. In this paper we study a gene...
Convexity of preferences is a canonical assumption in economic theory. In this paper we study a gene...
Convexity of preferences is a canonical assumption in economic theory. In this paper we study a gene...
This paper revisits the aggregation theorem of Chichilnisky (1980), replacing the original smooth to...
The notion of abstract convex structure generalizes the standard notion of convexity in linear space...
The notion of abstract convex structure generalizes the standard notion of convexity in linear space...
This paper revisits the aggregation theorem of Chichilnisky (1980), replacing the original smooth to...
We consider a problem of allocating infinitely divisible commodities among a group of agents. More s...
This paper revisits the aggregation theorem of Chichilnisky (1980), replacing the original smooth to...
We construct a complete space of smooth strictly convex preferences defined over commodities and mon...
We construct a complete space of smooth strictly convex preference relations defined over physical c...
Convexity of preferences is a canonical assumption in economic theory. In this paper we consider a g...
Convexity of preferences is a canonical assumption in economic theory. In this paper we consider a g...
Convexity of preferences is a canonical assumption in economic theory. In this paper we consider a g...
We consider preferences over all random variables on a given nonatomic probability space. We show th...
Convexity of preferences is a canonical assumption in economic theory. In this paper we study a gene...
Convexity of preferences is a canonical assumption in economic theory. In this paper we study a gene...
Convexity of preferences is a canonical assumption in economic theory. In this paper we study a gene...
This paper revisits the aggregation theorem of Chichilnisky (1980), replacing the original smooth to...
The notion of abstract convex structure generalizes the standard notion of convexity in linear space...
The notion of abstract convex structure generalizes the standard notion of convexity in linear space...
This paper revisits the aggregation theorem of Chichilnisky (1980), replacing the original smooth to...
We consider a problem of allocating infinitely divisible commodities among a group of agents. More s...
This paper revisits the aggregation theorem of Chichilnisky (1980), replacing the original smooth to...