A bivariate normal inverse Gaussian process with stochastic delay : efficient simulations and applications to energy markets
Year of publication: |
2021
|
---|---|
Authors: | Gardini, Matteo ; Sabino, Piergiacomo ; Sasso, Emanuela |
Published in: |
Applied mathematical finance. - London : Routledge, ISSN 1466-4313, ZDB-ID 2004159-7. - Vol. 28.2021, 2, p. 178-199
|
Subject: | energy markets | FFT | Monte Carlo | Multivariate Lévy processes | self-decomposability | spread options | Energiemarkt | Energy market | Stochastischer Prozess | Stochastic process | Optionspreistheorie | Option pricing theory | Simulation | Monte-Carlo-Simulation | Monte Carlo simulation |
-
Correlating Lévy processes with self-decomposability : applications to energy markets
Gardini, Matteo, (2021)
-
Sabino, Piergiacomo, (2020)
-
Fernandes, Mário Correia, (2024)
- More ...
-
Correlating Lévy processes with self-decomposability : applications to energy markets
Gardini, Matteo, (2021)
-
Exchange option pricing under variance gamma-like models
Gardini, Matteo, (2022)
-
Efficient quasi-Monte simulations for pricing high-dimensional path-dependent options
Sabino, Piergiacomo, (2009)
- More ...