Abstract. We introduce a multiple curve LIBOR framework that com-bines tractable dynamics and semi-analytic pricing formulas with positive interest rates and basis spreads. The dynamics of OIS and LIBOR rates are specified following the methodology of the affine LIBOR models and are driven by the wide and flexible class of affine processes. The affine property is preserved under forward measures, which allows to derive Fourier pricing formulas for caps, swaptions and basis swaptions. A model specification with dependent LIBOR rates is developed, that allows for an efficient and accurate calibration to a system of caplet prices. 1
In the current paper, we introduce a new calibration methodology for the LIBOR market model driven ...
We will study the thorny issues around simultaneous calibration of LIBOR models to cap(let) and swap...
Based on Jamshidians framework a general strategy for the quasi-analytical valuation of large classe...
We introduce a multiple curve framework that combines tractable dynamics and semianalytic pricing fo...
International audienceWe introduce a multiple curve framework that combines tractable dynamics and s...
We introduce a multiple curve LIBOR framework that combines tractable dynamics and semi-analytic pri...
We provide a general and tractable framework under which all multiple yield curve mod- eling approac...
We provide a general and tractable framework under which all multiple yield curve mod- eling approac...
We present a flexible approach for the valuation of interest rate derivatives based on Affine Proces...
We develop a multi-factor stochastic volatility Libor model with dis-placement, where each individua...
The aim of this research is to extend the classical LMM to a multi-curve framework and to analyze th...
Financial derivatives are financial instruments which enable investor or a debtor to optimize his/he...
We propose an approach to find an approximate price of a swaption in affine term structure models. O...
We propose an approach to find an approximate price of a swaption in affine term structure models. O...
In the current paper, we introduce a new calibration methodology for the LIBOR market model driven b...
In the current paper, we introduce a new calibration methodology for the LIBOR market model driven ...
We will study the thorny issues around simultaneous calibration of LIBOR models to cap(let) and swap...
Based on Jamshidians framework a general strategy for the quasi-analytical valuation of large classe...
We introduce a multiple curve framework that combines tractable dynamics and semianalytic pricing fo...
International audienceWe introduce a multiple curve framework that combines tractable dynamics and s...
We introduce a multiple curve LIBOR framework that combines tractable dynamics and semi-analytic pri...
We provide a general and tractable framework under which all multiple yield curve mod- eling approac...
We provide a general and tractable framework under which all multiple yield curve mod- eling approac...
We present a flexible approach for the valuation of interest rate derivatives based on Affine Proces...
We develop a multi-factor stochastic volatility Libor model with dis-placement, where each individua...
The aim of this research is to extend the classical LMM to a multi-curve framework and to analyze th...
Financial derivatives are financial instruments which enable investor or a debtor to optimize his/he...
We propose an approach to find an approximate price of a swaption in affine term structure models. O...
We propose an approach to find an approximate price of a swaption in affine term structure models. O...
In the current paper, we introduce a new calibration methodology for the LIBOR market model driven b...
In the current paper, we introduce a new calibration methodology for the LIBOR market model driven ...
We will study the thorny issues around simultaneous calibration of LIBOR models to cap(let) and swap...
Based on Jamshidians framework a general strategy for the quasi-analytical valuation of large classe...