Path: blob/master/latex/A.3 Introduction to Lévy processes and PIDEs.bbl
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\begin{thebibliography}{}12\bibitem[Applebaum, 2009]{Applebaum}3Applebaum, D. (2009).4\newblock {\em Lévy Processes and Stochastic Calculus}.5\newblock Cambridge University Press; 2nd edition.67\bibitem[Barndorff-Nielsen, 1997]{BN97}8Barndorff-Nielsen (1997).9\newblock Processes of {N}ormal inverse {G}aussian type.10\newblock {\em Finance and Stochastics}, 2:41--68.1112\bibitem[Black and Scholes, 1973]{BS73}13Black, F. and Scholes, M. (1973).14\newblock The pricing of options and corporate liabilities.15\newblock {\em The Journal of Political Economy}, 81(3):637--654.1617\bibitem[Carr et~al., 2002]{CGMY02}18Carr, P., Geman, H., D.B., M., and M., Y. (2002).19\newblock The fine structure of asset returns: An empirical investigation.20\newblock {\em Journal of Business}, 75(2):305--333.2122\bibitem[Cont et~al., 1997]{BoPoCo97}23Cont, R., Potters, M., and Bouchaud, J. (1997).24\newblock Scaling in stock market data: stable laws and beyond.25\newblock {\em Scale invariance and beyond, Springer}.2627\bibitem[Cont and Tankov, 2003]{Cont}28Cont, R. and Tankov, P. (2003).29\newblock {\em Financial Modelling with Jump Processes}.30\newblock Chapman and Hall/CRC; 1 edition.3132\bibitem[Cont and Voltchkova, 2005a]{CoVo05b}33Cont, R. and Voltchkova, E. (2005a).34\newblock A finite difference scheme for option pricing in jump diffusion and35exponential {L}\'evy models.36\newblock {\em SIAM Journal of numerical analysis}, 43(4):1596--1626.3738\bibitem[Cont and Voltchkova, 2005b]{CoVo05}39Cont, R. and Voltchkova, E. (2005b).40\newblock Integro-differential equations for option prices in exponential41{L}èvy models.42\newblock {\em Finance and Stochastics}, 9:299--325.4344\bibitem[Eberlein and Keller, 1995]{EbKe95}45Eberlein, E. and Keller, U. (1995).46\newblock Hyperbolic distributions in finance.47\newblock {\em Bernoulli}, 1(3):281--299.4849\bibitem[Kabasinskas et~al., 2009]{alpha09}50Kabasinskas, A., Rachev, S., Sakalauskas, L., Wei, S., and Belovas, I. (2009).51\newblock Alpha-stable paradigm in financial markets.52\newblock {\em Journal of Computational Analysis and Applications},5311(4):641--669.5455\bibitem[Kou, 2002]{Kou02}56Kou, S. (2002).57\newblock A jump-diffusion model for option pricing.58\newblock {\em Management Science}, 48(8):1086--1101.5960\bibitem[Madan et~al., 1998]{MCC98}61Madan, D., Carr, P., and Chang, E. (1998).62\newblock The {V}ariance {G}amma process and option pricing.63\newblock {\em European Finance Review}, 2:79–105.6465\bibitem[Madan and Seneta, 1990]{MaSe90}66Madan, D. and Seneta, E. (1990).67\newblock The {V}ariance {G}amma {(V.G.)} model for share market returns.68\newblock {\em The journal of Business}, 63(4):511--524.6970\bibitem[Mandelbrot, 1963]{Ma63}71Mandelbrot, B. (1963).72\newblock Modeling financial data with stable distributions.73\newblock {\em Journal of Business}, XXXVI(1):392--417.7475\bibitem[Merton, 1976]{Me76}76Merton, R. (1976).77\newblock Option pricing when underlying stock returns are discontinuous.78\newblock {\em Journal of Financial Economics}, 3:125--144.7980\bibitem[Papapantoleon, ]{papapa}81Papapantoleon, A.82\newblock An introduction to lévy processes with applications in finance.83\newblock {\em Available in Arxiv}.8485\bibitem[Sato, 1999]{Sato}86Sato, K.~I. (1999).87\newblock {\em Lévy processes and infinitely divisible distributions}.88\newblock Cambridge University Press.8990\bibitem[Schoutens, 2003]{Schoutens}91Schoutens, W. (2003).92\newblock {\em L\'evy processes in finance}.93\newblock Wiley, First Edition.9495\end{thebibliography}969798