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Authors Name: Sudhir A. Shah

How Risky is a Random Process?

The riskiness of random processes is compared by (a) employing a decision-theoretic equivalence between processes and lotteries on path spaces to identify the riskiness of the former with that of the...

On 26 May 2016

The Generalized Arrow-Pratt Coefficient

A vector-valued generalized Arrow-Pratt (GAP) coefficients is defined for a utility defined on a Hilbert outcome space. Given risk averse, increasing and twice differentiable utilities on such outc...

On 23 May 2016

Duality Mappings For The Theory of Risk Aversion with Vector Outcomes

The Author considera a decision-making environment with an outcome space that is a convex and compact subset of a vector space belonging to a general class of such spaces. Given this outcome space,he...

On 22 Jun 2009