In this chapter we give a survey of results for semi-static hedging strategies for exotic options under different model assumptions and also in a model-independent framework. Semi-static hedging strategies consist of rebalancing the underlying portfolio only at certain pre-specified timepoints during the lifetime of the hedged derivative, as opposed to classical dynamic hedging, where adjustments have to be made continuously in time. In many market situations (and in particular in times of limited liquidity) this alternative approach to the hedging problem is quite useful and has become an increasingly popular research topic over the last years. We summarize results on barrier options as well as strongly path-dependent options such as Asian...
A Parisian option is a variant of a barrier option such that its payment is activated or deactivated...
Hedging strategies for contingent claims are studied in a general model for high frequency data. The...
The problem studied is that of hedging a portfolio of options in discrete time where underlying secu...
We explore how to put the theory on static hedges of barrier options into use. We discuss a polynomi...
We consider the hedging of derivative securities when the price movement of the underlying asset can...
AbstractThis paper presents a new methodology for hedging long-term financial derivatives written on...
Working in a single-factor Markovian setting, this paper derives a new, static spanning rela-tion be...
In this paper the performance of a static hedging strategy of European barrier options are evaluated...
This paper applies to the static hedge of barrier options a technique meansquare hedging designed t...
Despite much work on hedging in incomplete markets, the literature still lacks tractable dynamic hed...
Fundamental progress has been made in developing more realistic option pricing models. While the hed...
The Black-Scholes option pricing model (1973) illustrates the modern theories of option valuation an...
AbstractWe study the problem of optimally hedging exotic derivatives positions using a combination o...
The theme of this dissertation is dynamic hedging strategies. In simple terms, hedging means guardin...
We investigate how sensitive dierent dynamic and static hedge strategies for barrier options are to ...
A Parisian option is a variant of a barrier option such that its payment is activated or deactivated...
Hedging strategies for contingent claims are studied in a general model for high frequency data. The...
The problem studied is that of hedging a portfolio of options in discrete time where underlying secu...
We explore how to put the theory on static hedges of barrier options into use. We discuss a polynomi...
We consider the hedging of derivative securities when the price movement of the underlying asset can...
AbstractThis paper presents a new methodology for hedging long-term financial derivatives written on...
Working in a single-factor Markovian setting, this paper derives a new, static spanning rela-tion be...
In this paper the performance of a static hedging strategy of European barrier options are evaluated...
This paper applies to the static hedge of barrier options a technique meansquare hedging designed t...
Despite much work on hedging in incomplete markets, the literature still lacks tractable dynamic hed...
Fundamental progress has been made in developing more realistic option pricing models. While the hed...
The Black-Scholes option pricing model (1973) illustrates the modern theories of option valuation an...
AbstractWe study the problem of optimally hedging exotic derivatives positions using a combination o...
The theme of this dissertation is dynamic hedging strategies. In simple terms, hedging means guardin...
We investigate how sensitive dierent dynamic and static hedge strategies for barrier options are to ...
A Parisian option is a variant of a barrier option such that its payment is activated or deactivated...
Hedging strategies for contingent claims are studied in a general model for high frequency data. The...
The problem studied is that of hedging a portfolio of options in discrete time where underlying secu...