All Stories

  1. Parametric model risk and power plant valuation
  2. Simulating Copulas
  3. One-Factor Lévy-Frailty Copulas with Inhomogeneous Trigger Rates
  4. EXTREMAL DEPENDENCE FOR BILATERAL CREDIT VALUATION ADJUSTMENTS
  5. Markov multi-variate survival indicators for default simulation as a new characterization of the Marshall–Olkin law
  6. A note on the valuation of CDS options and extension risk in a structural model with jumps
  7. Exchangeable exogenous shock models
  8. Stat Trek. An interview with Christian Genest
  9. Analyzing model robustness
  10. Two Novel Characterizations of Self-Decomposability on the Half-Line
  11. The density of distributions from the Bondesson class
  12. A Journey from Statistics and Probability to Risk Theory An interview with Ludger Rüschendorf
  13. On the construction of low-parametric families of min-stable multivariate exponential distributions in large dimensions
  14. Building bridges between Mathematics, Insurance and Finance
  15. Analyzing the effect of low interest rates on the surplus participation of life insurance policies with different annual interest rate guarantees
  16. Innovations in Quantitative Risk Management
  17. Implied Recovery Rates—Auctions and Models
  18. A Survey of Dynamic Representations and Generalizations of the Marshall–Olkin Distribution
  19. The Mean of Marshall–Olkin-Dependent Exponential Random Variables
  20. A Two-Sided BNS Model for Multicurrency FX Markets
  21. On the calibration of distortion risk measures to bid-ask prices
  22. Sequential Modeling of Dependent Jump Processes
  23. Financial Engineering with Copulas Explained
  24. How to Simulate Multivariate Distributions?
  25. What Are Popular Families of Copulas?
  26. How to Measure Dependence?
  27. What Are Copulas?
  28. Model Risk and Uncertainty—Illustrated with Examples from Mathematical Finance
  29. Which Rules for Handling Copulas Do I Need?
  30. How to Construct a Portfolio-default Model?
  31. How to Deal with Uncertainty Concerning Dependence?
  32. How to Estimate Parameters of a Multivariate Model?
  33. Simulating from the Copula that Generates the Maximal Probability for a Joint Default Under Given (Inhomogeneous) Marginals
  34. Efficiently pricing double barrier derivatives in stochastic volatility models
  35. Extendibility of Marshall–Olkin distributions and inverse Pascal triangles
  36. Simulating Copulas: Stochastic Models, Sampling Algorithms and Applications by Jan-Frederik Mai, Matthias Scherer, with contributions by Claudia Czado, Elke Korn, Ralf Korn, Jakob Stöber
  37. A Multivariate Default Model with Spread and Event Risk
  38. Characterization of extendible distributions with exponential minima via processes that are infinitely divisible with respect to time
  39. Capturing parameter risk with convex risk measures
  40. A BNS-Type Stochastic Volatility Model With Two-Sided Jumps With Applications to FX Options Pricing
  41. Multivariate geometric distributions, (logarithmically) monotone sequences, and infinitely divisible laws
  42. Sampling Exchangeable and Hierarchical Marshall-Olkin Distributions
  43. CIID Frailty Models and Implied Copulas
  44. What makes dependence modeling challenging? Pitfalls and ways to circumvent them
  45. An Analytical Characterization of the Exchangeable Wide-Sense Geometric Law
  46. Shot-noise driven multivariate default models
  47. -extendible copulas
  48. Modeling credit portfolio derivatives, including both a default and a prepayment feature
  49. Default models based on scale mixtures of Marshall-Olkin copulas: properties and applications
  50. A note on first-passage times of continuously time-changed Brownian motion
  51. Simulating Copulas
  52. Portfolio Optimization in a Multidimensional Structural-Default Model with a Focus on Private Equity
  53. CDO pricing with nested Archimedean copulas
  54. Pricing corporate bonds in an arbitrary jump-diffusion model based on an improved Brownian-bridge algorithm
  55. Reparameterizing Marshall–Olkin copulas with applications to sampling
  56. Efficiently pricing barrier options in a Markov-switching framework
  57. Constructing hierarchical Archimedean copulas with Lévy subordinators
  58. Modeling the evolution of implied CDO correlations
  59. Rüdiger Kiesel, Matthias Scherer, and Rudi Zagst (eds.): Alternative investments and strategies
  60. Alternative Investments and Strategies
  61. FRONT MATTER
  62. BACK MATTER
  63. CROSS ASSET PORTFOLIO DERIVATIVES
  64. Jarrow-Lando-Turnbull Model
  65. Structural Default Risk Models
  66. Bivariate extreme-value copulas with discrete Pickands dependence measure
  67. The Pickands representation of survival Marshall–Olkin copulas
  68. Alternative Investments and Strategies
  69. Modeling and pricing credit derivatives
  70. On Analytical Similarities of Archimedean and Exchangeable Marshall-Olkin Copulas
  71. Pricing kth-to-default swaps in a Lévy-time framework
  72. Efficiently sampling exchangeable Cuadras–Augé copulas in high dimensions
  73. Lévy-frailty copulas
  74. Multivariate Hierarchical Copulas with Shocks
  75. A TRACTABLE MULTIVARIATE DEFAULT MODEL BASED ON A STOCHASTIC TIME-CHANGE
  76. Portfolio selection under changing market conditions
  77. Robust Calibration of a Structural-Default Model with Jumps
  78. Model Risk and Power Plant Valuation
  79. Consistent Iterated Simulation of Multi-Variate Default Times: A Markovian Indicators Characterization