AbstractUsing a finite dimensional Hilbert space framework, this work proposes a new derivation of the HJM [D. Heath, R. Jarrow, A. Morton, Bond pricing and the term structure of interest rates: A new methodology for contingent claims valuation, Econometrica 60 (1992) 77–105] risk-neutral drift that takes into account nonzero instantaneous correlations between factors. The results obtained generalize the original HJM risk-neutral drift and provide an approach by which interest rate derivatives can be priced using functions of directly observable factors
In this thesis we model the term structure of zero-coupon bonds. Firstly, in the static setting by n...
The arbitrage-free term structure model of Heath, Jarrow and Morton is one of the standard tools for...
A quantum field theory generalization, Baaquie [1], of the Heath, Jarrow and Morton (HJM) [10] term ...
AbstractUsing a finite dimensional Hilbert space framework, this work proposes a new derivation of t...
We study the HJM approach which was originally introduced in the fixed income market by David Heath,...
We investigate the existence of affine realizations for interest rate term structure models driven b...
Producción CientíficaThe estimation of the market price of risk is an open question in the jump-diff...
© 2015, Taylor & Francis Group, LLC. We investigate the existence of affine realizations for Lévy dr...
In this paper, a class of forward rate dependent Markovian transformations of the Heth-Jarrow-Morton...
This paper deals with further developments of the new theory that applies stochastic differential ge...
Hölzermann J, Lin Q. Term Structure Modeling under Volatility Uncertainty: A Forward Rate Model driv...
AbstractAn extension of the Heath–Jarrow–Morton model for the development of instantaneous forward i...
We consider a single factor Heath-Jarrow-Morton model with a forward rate volatility function depend...
AbstractThis article describes a general methodology that can be used for financial risk management....
The arbitrage-free term structure model of Heath, Jarrow and Morton is one of the standard tools for...
In this thesis we model the term structure of zero-coupon bonds. Firstly, in the static setting by n...
The arbitrage-free term structure model of Heath, Jarrow and Morton is one of the standard tools for...
A quantum field theory generalization, Baaquie [1], of the Heath, Jarrow and Morton (HJM) [10] term ...
AbstractUsing a finite dimensional Hilbert space framework, this work proposes a new derivation of t...
We study the HJM approach which was originally introduced in the fixed income market by David Heath,...
We investigate the existence of affine realizations for interest rate term structure models driven b...
Producción CientíficaThe estimation of the market price of risk is an open question in the jump-diff...
© 2015, Taylor & Francis Group, LLC. We investigate the existence of affine realizations for Lévy dr...
In this paper, a class of forward rate dependent Markovian transformations of the Heth-Jarrow-Morton...
This paper deals with further developments of the new theory that applies stochastic differential ge...
Hölzermann J, Lin Q. Term Structure Modeling under Volatility Uncertainty: A Forward Rate Model driv...
AbstractAn extension of the Heath–Jarrow–Morton model for the development of instantaneous forward i...
We consider a single factor Heath-Jarrow-Morton model with a forward rate volatility function depend...
AbstractThis article describes a general methodology that can be used for financial risk management....
The arbitrage-free term structure model of Heath, Jarrow and Morton is one of the standard tools for...
In this thesis we model the term structure of zero-coupon bonds. Firstly, in the static setting by n...
The arbitrage-free term structure model of Heath, Jarrow and Morton is one of the standard tools for...
A quantum field theory generalization, Baaquie [1], of the Heath, Jarrow and Morton (HJM) [10] term ...