activity
20142019
most citedOn magnitude, asymptotics and duration of drawdowns for Lévy models

56 citations · 103 across the 4 of their papers we have counts for

collaborators

5 papers

q-fin.RM2019

On occupation times in the red of Lévy risk models

David Landriault, Bin Li, Mohamed Amine Lkabous

In this paper, we obtain analytical expression for the distribution of the occupation time in the red (below level ) up to an (independent) exponential horizon for spectrally ne…

math.PR2018★ 1 cited

General drawdown of general tax model in a time-homogeneous Markov framework

Florin Avram, Bin Li, Shu Li

Drawdown/regret times feature prominently in optimal stopping problems, in statistics (CUSUM procedure) and in mathematical finance (Russian options). Recently it was discovered th…

q-fin.MF2017★ 26 cited

A Unified Approach for Drawdown (Drawup) of Time-Homogeneous Markov Processes

David Landriault, Bin Li, Hongzhong Zhang

Drawdown (resp. drawup) of a stochastic process, also referred as the reflected process at its supremum (resp. infimum), has wide applications in many areas including financial ris…

q-fin.MF2015★ 56 cited

On magnitude, asymptotics and duration of drawdowns for Lévy models

David Landriault, Bin Li, Hongzhong Zhang

This paper considers magnitude, asymptotics and duration of drawdowns for some Lévy processes. First, we revisit some existing results on the magnitude of drawdowns for spectrally…

q-fin.PR2014★ 20 cited

On the Frequency of Drawdowns for Brownian Motion Processes

David Landriault, Bin Li, Hongzhong Zhang

Drawdowns measuring the decline in value from the historical running maxima over a given period of time, are considered as extremal events from the standpoint of risk management. T…