Abstract In this paper we discuss the significant computational simplification that occurs when option pricing is approached through the change of numeraire technique. The original impetus was a paper (Hoang, Powell, Shi 1999) on endowment options recently published in this journal; in the present paper we extend these results to the case of stochastic interest rates. We also discuss four additional option pricing problems within the framework of a change of numeraire: • Pricing savings plans which incorporate a choice of linkage. • Pricing convertible bonds. • Pricing employee stock ownership plans • Pricing options where the strike price is in a currency different from the stock price
M.Comm.Chapter 2 discussed the basic principles underlying of the two major option pricing formulae....
Since the 2008 crisis collateralized derivatives have become commonplace in the market. There have b...
We synthesize and discuss some new developments in econophysics. In doing so, we focus on option pri...
Abstract In this paper we discuss the significant computational simplification that occurs when opti...
This article discusses the underlying theory of the numeraire technique, and illustrates it with fi...
The change of numéraire technique is a standard tool in mathematical finance. We apply it to the ana...
This is a short version of the paper of Exchange Options (2007), concentrating on the principle of ...
We present some formulations of the Cox-Ross-Rubinstein and Black-Scholes formulas for European opti...
Numeraire invariance is a well-known technique in option pricing and hedging theory. It takes a conv...
Part I proposes a numeraire-invariant option pricing framework. It defines an option, its price proc...
This paper deals with the option-pricing problem. In the first part of the paper we study in details...
Abstract After an overview of important developments of option pricing theory, this article describe...
One of the most important aspects of financial options is how they are priced. Although there are a ...
The use of the risk-neutral probability measure has proved to be very powerful for computing the pri...
Part I proposes a numeraire-invariant option pricing framework. It defines an option, its price proc...
M.Comm.Chapter 2 discussed the basic principles underlying of the two major option pricing formulae....
Since the 2008 crisis collateralized derivatives have become commonplace in the market. There have b...
We synthesize and discuss some new developments in econophysics. In doing so, we focus on option pri...
Abstract In this paper we discuss the significant computational simplification that occurs when opti...
This article discusses the underlying theory of the numeraire technique, and illustrates it with fi...
The change of numéraire technique is a standard tool in mathematical finance. We apply it to the ana...
This is a short version of the paper of Exchange Options (2007), concentrating on the principle of ...
We present some formulations of the Cox-Ross-Rubinstein and Black-Scholes formulas for European opti...
Numeraire invariance is a well-known technique in option pricing and hedging theory. It takes a conv...
Part I proposes a numeraire-invariant option pricing framework. It defines an option, its price proc...
This paper deals with the option-pricing problem. In the first part of the paper we study in details...
Abstract After an overview of important developments of option pricing theory, this article describe...
One of the most important aspects of financial options is how they are priced. Although there are a ...
The use of the risk-neutral probability measure has proved to be very powerful for computing the pri...
Part I proposes a numeraire-invariant option pricing framework. It defines an option, its price proc...
M.Comm.Chapter 2 discussed the basic principles underlying of the two major option pricing formulae....
Since the 2008 crisis collateralized derivatives have become commonplace in the market. There have b...
We synthesize and discuss some new developments in econophysics. In doing so, we focus on option pri...