We propose a new method to calibrate the Vasicek and Cox--Ingersoll--Ross interest rate models from bond prices. We define an appropriate generating function and derive recursive relations between the derivatives of the generating function and the bond prices. The parameters of the Vasicek and CIR models are then obtained by solving a system of linearly independent equations arising from the recursive relations. We include numerical results that show the method\u27s accuracy when bond prices generated from the exact formulas are used
The focus of this work is on numerical solutions to two-factor option pricing partial differential e...
In this paper, we prove that the price of a defaultable bond, under a Vasicek short rate dynamics co...
A methodology to calibrate multifactor interest rate model for transition countries is proposed. The...
One of the first mathematical models to describe the interest rate over time was the Vasicek model (...
The Cox-Ingersoll-Ross (CIR) model and the Vasicek model are two well-known single factor models of ...
This thesis gives an introduction to the principles of modern interest rate theory. After covering t...
Short-term interest rate models within one-year financing maturity are considered. In this thesis, w...
Short-term interest rate models within one-year financing maturity are considered. In this thesis, w...
Short-term interest rate models within one-year financing maturity are considered. In this thesis, w...
Short-term interest rate models within one-year financing maturity are considered. In this thesis, w...
Interest rate derivatives are instruments whose payoffs depend in some way on interest rates. To pri...
The purpose of this paper is to model interest rates from observed financial market data through a n...
The purpose of this paper is to model interest rates from observed financial market data through a n...
The focus of this work is on numerical solutions to two-factor option pricing partial differential e...
1 Introduction and main definitions The knowledge of the term structure is a basic step for the mana...
The focus of this work is on numerical solutions to two-factor option pricing partial differential e...
In this paper, we prove that the price of a defaultable bond, under a Vasicek short rate dynamics co...
A methodology to calibrate multifactor interest rate model for transition countries is proposed. The...
One of the first mathematical models to describe the interest rate over time was the Vasicek model (...
The Cox-Ingersoll-Ross (CIR) model and the Vasicek model are two well-known single factor models of ...
This thesis gives an introduction to the principles of modern interest rate theory. After covering t...
Short-term interest rate models within one-year financing maturity are considered. In this thesis, w...
Short-term interest rate models within one-year financing maturity are considered. In this thesis, w...
Short-term interest rate models within one-year financing maturity are considered. In this thesis, w...
Short-term interest rate models within one-year financing maturity are considered. In this thesis, w...
Interest rate derivatives are instruments whose payoffs depend in some way on interest rates. To pri...
The purpose of this paper is to model interest rates from observed financial market data through a n...
The purpose of this paper is to model interest rates from observed financial market data through a n...
The focus of this work is on numerical solutions to two-factor option pricing partial differential e...
1 Introduction and main definitions The knowledge of the term structure is a basic step for the mana...
The focus of this work is on numerical solutions to two-factor option pricing partial differential e...
In this paper, we prove that the price of a defaultable bond, under a Vasicek short rate dynamics co...
A methodology to calibrate multifactor interest rate model for transition countries is proposed. The...