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Dias, J. C., Kravchenko, I. V. , Kravchenko, V. V. & Torba, S. M. (2018). Generalized Exponential Basis for Efficient Solving of Homogeneous Diffusion Free Boundary Problems: Russian Option Pricing. 10th World Congress of the Bachelier Finance Society.
J. C. Dias et al., "Generalized Exponential Basis for Efficient Solving of Homogeneous Diffusion Free Boundary Problems: Russian Option Pricing", in 10th World Congr. of the Bachelier Finance Society, Dublin, 2018
@misc{dias2018_1732205870957, author = "Dias, J. C. and Kravchenko, I. V. and Kravchenko, V. V. and Torba, S. M.", title = "Generalized Exponential Basis for Efficient Solving of Homogeneous Diffusion Free Boundary Problems: Russian Option Pricing", year = "2018", howpublished = "Digital" }
TY - CPAPER TI - Generalized Exponential Basis for Efficient Solving of Homogeneous Diffusion Free Boundary Problems: Russian Option Pricing T2 - 10th World Congress of the Bachelier Finance Society AU - Dias, J. C. AU - Kravchenko, I. V. AU - Kravchenko, V. V. AU - Torba, S. M. PY - 2018 CY - Dublin ER -