We are concerned with a model for asset prices introduced by Koichiro Takaoka, which extends the well known Black-Scholes model. For the pricing of contingent claims, partial differential equation (PDE) is derived in a special case under the typical delta hedging strategy. We present an exact pricing formula by way of solving the equation
We develop a new approach to approximating asset prices in the context of continuous-time models. Fo...
Thesis (Ph.D.)--University of Washington, 2019We examine three problems in mathematical finance. The...
This research article provides criticism and arguments why the canonical framework for derivatives p...
Abstract. We are concerned with a model for asset prices introduced by Koichiro Takaoka, which exten...
AbstractThe aim of this paper is to study the Black-Scholes option pricing model. We discuss some de...
Abstract: Several techniques of fundamental physics like quantum mechanics, field theory and related...
The binomial asset-pricing model is used to price financial derivative securities. This text will be...
In this note we provide a simple derivation of an explicit formula for the price of an option on a d...
We study the Black-Scholes equations for pricing options on stocks by splitting it into two simpler ...
We study the Black-Scholes equations for pricing options on stocks by splitting it into two simpler ...
The theory of asset pricing takes its roots in the Arrow-Debreu model (see,for instance, Debreu 1959...
We consider the Partial Differential Equation describing the price of an Asian Options in the Black ...
The basic model of financial economics is the Samuelson model of geometric Brownian motion because o...
In this paper we consider a Black and Scholes economy and investigate two approaches to hedging cont...
The present model describes a perfect hedging strategy for a large trader. In this case the hedging ...
We develop a new approach to approximating asset prices in the context of continuous-time models. Fo...
Thesis (Ph.D.)--University of Washington, 2019We examine three problems in mathematical finance. The...
This research article provides criticism and arguments why the canonical framework for derivatives p...
Abstract. We are concerned with a model for asset prices introduced by Koichiro Takaoka, which exten...
AbstractThe aim of this paper is to study the Black-Scholes option pricing model. We discuss some de...
Abstract: Several techniques of fundamental physics like quantum mechanics, field theory and related...
The binomial asset-pricing model is used to price financial derivative securities. This text will be...
In this note we provide a simple derivation of an explicit formula for the price of an option on a d...
We study the Black-Scholes equations for pricing options on stocks by splitting it into two simpler ...
We study the Black-Scholes equations for pricing options on stocks by splitting it into two simpler ...
The theory of asset pricing takes its roots in the Arrow-Debreu model (see,for instance, Debreu 1959...
We consider the Partial Differential Equation describing the price of an Asian Options in the Black ...
The basic model of financial economics is the Samuelson model of geometric Brownian motion because o...
In this paper we consider a Black and Scholes economy and investigate two approaches to hedging cont...
The present model describes a perfect hedging strategy for a large trader. In this case the hedging ...
We develop a new approach to approximating asset prices in the context of continuous-time models. Fo...
Thesis (Ph.D.)--University of Washington, 2019We examine three problems in mathematical finance. The...
This research article provides criticism and arguments why the canonical framework for derivatives p...