[BUKU][B] Backward stochastic differential equations with jumps and their actuarial and financial applications
Ł Delong - 2013 - Springer
A linear backward stochastic differential equation was introduced by Bismut (1973) in an
attempt to solve an optimal stochastic control problem by the maximum principle. The …
attempt to solve an optimal stochastic control problem by the maximum principle. The …
[BUKU][B] Marketing champions: practical strategies for improving marketing's power, influence, and business impact
Praise for Marketing Champions" Much has been written about the importance of using
marketing principles and tools effectively. But we've paid far less attention to how marketing …
marketing principles and tools effectively. But we've paid far less attention to how marketing …
Weather derivatives and weather risk management
PL Brockett, M Wang, C Yang - Risk Management and …, 2005 - Wiley Online Library
Weather derivatives are a relatively recent kind of financial product developed to manage
weather risks, and currently the weather derivatives market is the fastest‐growing derivative …
weather risks, and currently the weather derivatives market is the fastest‐growing derivative …
Assessing and hedging the cost of unseasonal weather: Case of the apparel sector
Retail activities are increasingly exposed to unseasonal weather causing lost sales and
profits, as climate change is aggravating climate variability. Although research has provided …
profits, as climate change is aggravating climate variability. Although research has provided …
Rational hedging and valuation of integrated risks under constant absolute risk aversion
D Becherer - Insurance: Mathematics and economics, 2003 - Elsevier
We study a rational valuation and hedging principle for contingent claims which integrate
tradable and non-tradable sources of risk. The principle is based on the preferences of a …
tradable and non-tradable sources of risk. The principle is based on the preferences of a …
Robust reinsurance contracts with uncertainty about jump risk
D Hu, S Chen, H Wang - European Journal of Operational Research, 2018 - Elsevier
We investigate robust reinsurance contracts in two reinsurance modes, namely proportional
reinsurance and excess-loss reinsurance, in a continuous-time principal–agent framework …
reinsurance and excess-loss reinsurance, in a continuous-time principal–agent framework …
Optimal excess-of-loss reinsurance contract with ambiguity aversion in the principal-agent model
We discuss an optimal excess-of-loss reinsurance contract in a continuous-time principal-
agent framework where the surplus of the insurer (agent/he) is described by a classical …
agent framework where the surplus of the insurer (agent/he) is described by a classical …
Time‐consistent and market‐consistent evaluations
A Pelsser, M Stadje - Mathematical Finance: An International …, 2014 - Wiley Online Library
We consider evaluation methods for payoffs with an inherent financial risk as encountered
for instance for portfolios held by pension funds and insurance companies. Pricing such …
for instance for portfolios held by pension funds and insurance companies. Pricing such …
Minimal Hellinger martingale measures of order q
T Choulli, C Stricker, J Li - Finance and Stochastics, 2007 - Springer
This paper proposes an extension of the minimal Hellinger martingale measure (MHM
hereafter) concept to any order q≠ 1 and to the general semimartingale framework. This …
hereafter) concept to any order q≠ 1 and to the general semimartingale framework. This …
Optimal insurance in a continuous-time model
KS Moore, VR Young - Insurance: Mathematics and Economics, 2006 - Elsevier
We seek the optimal dynamic consumption, investment, and insurance strategies for an
individual who seeks to maximize her expected discounted utility of consumption and …
individual who seeks to maximize her expected discounted utility of consumption and …