Details about Marek Antoni Teuerle
Access statistics for papers by Marek Antoni Teuerle.
Last updated 2026-05-11. Update your information in the RePEc Author Service.
Short-id: pte180
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Working Papers
2025
- Design and valuation of multi-region CoCoCat bonds
Papers, arXiv.org
- Modelling and valuation of catastrophe bonds across multiple regions
Papers, arXiv.org
2023
- Ruin probability for the quota share model with~phase-type distributed claims
Papers, arXiv.org
2011
- Multidimensional Levy walk and its scaling limits
HSC Research Reports, Hugo Steinhaus Center, Wroclaw University of Science and Technology View citations (1)
2010
- Ruin Probability in Finite Time
HSC Research Reports, Hugo Steinhaus Center, Wroclaw University of Science and Technology View citations (9)
See also Chapter Ruin probability in finite time, Springer Books, Springer (2011) (2011)
Journal Articles
2022
- Diffusion Approximations of the Ruin Probability for the Insurer–Reinsurer Model Driven by a Renewal Process
Risks, 2022, 10, (6), 1-16
2021
- Ruin Probability for the Insurer–Reinsurer Model for Exponential Claims: A Probabilistic Approach
Risks, 2021, 9, (5), 1-10 View citations (3)
2020
- Spatio‐Temporal Dependence Measures for Bivariate AR(1) Models with α‐Stable Noise
Journal of Time Series Analysis, 2020, 41, (3), 454-475 View citations (1)
2017
- Bivariate sub-Gaussian model for stock index returns
Physica A: Statistical Mechanics and its Applications, 2017, 486, (C), 628-637
- The modified Yule-Walker method for α-stable time series models
Physica A: Statistical Mechanics and its Applications, 2017, 469, (C), 588-603
2016
- Discrimination of particulate matter emission sources using stochastic methods
Physica A: Statistical Mechanics and its Applications, 2016, 463, (C), 452-466
2015
- Method to characterize collective impact of factors on indoor air
Physica A: Statistical Mechanics and its Applications, 2015, 420, (C), 190-199 View citations (2)
Chapters
2011
- Ruin probability in finite time
Springer
See also Working Paper Ruin Probability in Finite Time, Hugo Steinhaus Center, Wroclaw University of Science and Technology (2010) View citations (9) (2010)
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