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학술저널

Comparative Statics on the Left-Side Relatively Weak First-Degree Stochastic Dominance Order and Its Applications

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This paper proposes a new concept of the left-side relatively weak first-degree stochastic dominance (L-RWFSD) order that extends the monotone likelihood ratio (MLR) order and the left-side monotone likelihood ratio (L-MLR) order. We show that this shift is a larger subset of FSD shifts than the MLR shift and the L-MLR shift that derive the same comparative statics results.

Abstract

Ⅰ. Introduction

Ⅱ. The Decision Model and Definitions

Ⅲ. The Comparative Static Analysis

Ⅳ. Concluding Remarks and Applications

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