A knock-in American option under a trigger clause is an option contract in which the option holder receives an American option conditional on the underlying stock price breaching a certain trigger level (also called barrier level). We present analytic valuation formulas for knock-in American options under the Black-Scholes pricing framework. The price formulas possess different analytic representations, depending on the relation between the trigger stock price level and the critical stock price of the underlying American option. We also performed numerical valuation of several knock-in American options to illustrate the efficacy of the price formulas. (C) 2004 Wiley Periodicals, Inc.Business, FinanceSSCI6ARTICLE2179-1922
The classic in-out parity relation establishes that the sum of European-style knock-in and knock-out...
Part I proposes a numeraire-invariant option pricing framework. It defines an option, its price proc...
In this paper, we price American-style Parisian down-and-in call options under the Black-Scholes fra...
Barrier options are the most common path-dependent options traded in financial markets. They are par...
International audienceThis paper examines the valuation of American knock-out and knock-in step opti...
Following the economic rationale introduced by Peskir and Samee in [19] and [20], we present a new c...
In this paper, we propose a general method for pricing and hedging non-standard American options. Th...
In this paper, we propose an alternative approach for pricing and hedging non-standard American opti...
In this paper we examine the problem of finding investors’ reservation option prices and correspondi...
This thesis extends the models of Johnson and Stulz (1997), Klein (1996) and Klein and Inglis (2001)...
American options are the most commonly traded financial derivatives in the market. Pricing these opt...
This paper is a survey on American option pricing theory. The first chapter is an introduction to Am...
In a Black and Scholes (1973) world I study the pricing performance of a closed-form lower bound to ...
The mathematical model for computing the value of European options has been discovered and known as ...
A nonparametric method is introduced to accurately price American-style contingent claims. This meth...
The classic in-out parity relation establishes that the sum of European-style knock-in and knock-out...
Part I proposes a numeraire-invariant option pricing framework. It defines an option, its price proc...
In this paper, we price American-style Parisian down-and-in call options under the Black-Scholes fra...
Barrier options are the most common path-dependent options traded in financial markets. They are par...
International audienceThis paper examines the valuation of American knock-out and knock-in step opti...
Following the economic rationale introduced by Peskir and Samee in [19] and [20], we present a new c...
In this paper, we propose a general method for pricing and hedging non-standard American options. Th...
In this paper, we propose an alternative approach for pricing and hedging non-standard American opti...
In this paper we examine the problem of finding investors’ reservation option prices and correspondi...
This thesis extends the models of Johnson and Stulz (1997), Klein (1996) and Klein and Inglis (2001)...
American options are the most commonly traded financial derivatives in the market. Pricing these opt...
This paper is a survey on American option pricing theory. The first chapter is an introduction to Am...
In a Black and Scholes (1973) world I study the pricing performance of a closed-form lower bound to ...
The mathematical model for computing the value of European options has been discovered and known as ...
A nonparametric method is introduced to accurately price American-style contingent claims. This meth...
The classic in-out parity relation establishes that the sum of European-style knock-in and knock-out...
Part I proposes a numeraire-invariant option pricing framework. It defines an option, its price proc...
In this paper, we price American-style Parisian down-and-in call options under the Black-Scholes fra...