ABSTRACT. It is well known [11] that the early exercise boundary for the American put approaches the strike price at expiry with infinite velocity. This causes difficulties in de-veloping efficient and accurate numerical procedures and con-sequently trading strategies, during the volatile period near expiry. Based on the work of D. Ševčovic ̌ [10] for the Amer-ican call with dividend, an integral equation is derived for the free boundary for the American put which leads to an accurate numerical procedure and an interesting, and accu-rate, asymptotic solution for the early exercise boundary near expiry. 1. Introduction. Many differen
Abstract. American call options are financial derivatives that give the holder the right but not the...
ABSTRACT Understanding the behaviour of the American put option is one of the classic problems in ma...
AbstractIn practical work with American put options, it is important to be able to know when to exer...
In this paper we present qualitative and quantitative comparison of various analytical and numerical...
We present qualitative and quantitative comparisons of various analytical and numerical approximatio...
This paper investigates American puts on a dividend-paying underlying whose volatility is a function...
We consider series solutions for the location of the optimal exercise boundary of an American option...
Abstract. We use an asymptotic expansion to study the behavior of the American put option close to e...
We consider series solutions for the location of the optimal exercise boundary of an American option...
This paper deals with a new numerical method for the approximation of the early exercise boundary in...
An introduction to boundary value problems for the heat operator will focus on the Dirichlet and Neu...
The behavior of the optimal exercise price of American puts near expiry has been well studied under ...
The paper is focused on American option pricing problem. Assuming non-dividend paying American put o...
We address the pricing of American straddle options. We use a technique due to Kim (1990) to derive ...
We derive an integral equation for the early exercise boundary of an American put option under Black...
Abstract. American call options are financial derivatives that give the holder the right but not the...
ABSTRACT Understanding the behaviour of the American put option is one of the classic problems in ma...
AbstractIn practical work with American put options, it is important to be able to know when to exer...
In this paper we present qualitative and quantitative comparison of various analytical and numerical...
We present qualitative and quantitative comparisons of various analytical and numerical approximatio...
This paper investigates American puts on a dividend-paying underlying whose volatility is a function...
We consider series solutions for the location of the optimal exercise boundary of an American option...
Abstract. We use an asymptotic expansion to study the behavior of the American put option close to e...
We consider series solutions for the location of the optimal exercise boundary of an American option...
This paper deals with a new numerical method for the approximation of the early exercise boundary in...
An introduction to boundary value problems for the heat operator will focus on the Dirichlet and Neu...
The behavior of the optimal exercise price of American puts near expiry has been well studied under ...
The paper is focused on American option pricing problem. Assuming non-dividend paying American put o...
We address the pricing of American straddle options. We use a technique due to Kim (1990) to derive ...
We derive an integral equation for the early exercise boundary of an American put option under Black...
Abstract. American call options are financial derivatives that give the holder the right but not the...
ABSTRACT Understanding the behaviour of the American put option is one of the classic problems in ma...
AbstractIn practical work with American put options, it is important to be able to know when to exer...