Convex risk measures for good deal bounds
Year of publication: |
2014
|
---|---|
Authors: | Arai, Takuji ; Fukasawa, Masaaki |
Published in: |
Mathematical finance : an international journal of mathematics, statistics and financial theory. - Malden, Mass. [u.a] : Wiley-Blackwell, ISSN 0960-1627, ZDB-ID 1073194-5. - Vol. 24.2014, 3, p. 464-484
|
Subject: | convex risk measure | good deal bound | Orlicz space | risk indifference price | fundamental theorem of asset pricing | Risiko | Risk | Portfolio-Management | Portfolio selection | Messung | Measurement | Unvollkommener Markt | Incomplete market | Risikomaß | Risk measure | Derivat | Derivative | Optionspreistheorie | Option pricing theory |
-
Equal risk pricing and hedging of financial derivatives with convex risk measures
Marzban, Saeed, (2022)
-
A functional Itô's calculus approach to convex risk measures with jump diffusion
Siu, Tak Kuen, (2016)
-
Variance reduction for risk measures with importance sampling in nested simulation
Xing, Yue, (2022)
- More ...
-
Convex risk measures for good deal bounds
Arai, Takuji, (2011)
-
q-Optimal martingale measures for discrete time models
Arai, Takuji, (2008)
-
An approximate approach to the exponential utility indifference
Arai, Takuji, (2007)
- More ...