We use a re ection result to give simple proofs of (well-known) valuation formu-las and static hedge portfolios constructions for zero-rebate single-barrier options in the Black-Scholes model. We then illustrate how to extend the ideas to other model types giving (at least) easy-to-program numerical methods and other option types such as options with rebates, double-barrier and lookback options
This paper utilizes the static hedge portfolio (SHP) approach of Derman et al. [Derman, E., Ergener,...
This paper develops a general valuation approach to price barrier op-tions when the term structure o...
The famous Black-Scholes (BS) model used in the option pricing theory contains two parameters - a vo...
Double barrier options can be statically hedged by a portfolio of single barrier knockin options. Th...
In this paper we consider a Black and Scholes economy and show how the Malliavin calculus approach c...
We review how re ection results can be used to give simple proofs of price formulas and derivations ...
A new method is described to price barrier options which incorporate a con-stant rebate. The method ...
We investigate how sensitive dierent dynamic and static hedge strategies for barrier options are to ...
This paper applies to the static hedge of barrier options a technique meansquare hedging designed t...
We explore how to put the theory on static hedges of barrier options into use. We discuss a polynomi...
Das Ziel dieser Arbeit ist es einen Überblick über die Methoden zur Bewertung von Barrier Optionen i...
This paper discusses the pitfalls in the pricing of barrier options using approximations of the unde...
We consider in this article the arbitrage free pricing of double knock-out barrier options with payo...
In the present paper we provide an analytical solution for pricing discrete barrier options in the B...
International audienceDouble barrier options have been traded for a long time in the markets and the...
This paper utilizes the static hedge portfolio (SHP) approach of Derman et al. [Derman, E., Ergener,...
This paper develops a general valuation approach to price barrier op-tions when the term structure o...
The famous Black-Scholes (BS) model used in the option pricing theory contains two parameters - a vo...
Double barrier options can be statically hedged by a portfolio of single barrier knockin options. Th...
In this paper we consider a Black and Scholes economy and show how the Malliavin calculus approach c...
We review how re ection results can be used to give simple proofs of price formulas and derivations ...
A new method is described to price barrier options which incorporate a con-stant rebate. The method ...
We investigate how sensitive dierent dynamic and static hedge strategies for barrier options are to ...
This paper applies to the static hedge of barrier options a technique meansquare hedging designed t...
We explore how to put the theory on static hedges of barrier options into use. We discuss a polynomi...
Das Ziel dieser Arbeit ist es einen Überblick über die Methoden zur Bewertung von Barrier Optionen i...
This paper discusses the pitfalls in the pricing of barrier options using approximations of the unde...
We consider in this article the arbitrage free pricing of double knock-out barrier options with payo...
In the present paper we provide an analytical solution for pricing discrete barrier options in the B...
International audienceDouble barrier options have been traded for a long time in the markets and the...
This paper utilizes the static hedge portfolio (SHP) approach of Derman et al. [Derman, E., Ergener,...
This paper develops a general valuation approach to price barrier op-tions when the term structure o...
The famous Black-Scholes (BS) model used in the option pricing theory contains two parameters - a vo...