Professor of Statistical Science
Research Interests: Financial mathematics, probability theory, stochastic analysis, statistics, mathematical economics
Publications
Evaluating first-passage probabilities for spectrally one-sided Lévy processes
– Journal of Applied Probability
(2016)
37,
1173
(doi: 10.1017/s0021900200018386)
The probability that two samples in the plane will have disjoint convex hulls
– Journal of Applied Probability
(2016)
15,
790
(doi: 10.2307/3213434)
Computing the invariant law of a fluid model
– Journal of Applied Probability
(2016)
31,
885
(doi: 10.2307/3215314)
On coupling of random walks and renewal processes
– Journal of Applied Probability
(2016)
33,
122
(doi: 10.2307/3215269)
The value of an Asian option
– Journal of Applied Probability
(2016)
32,
1077
(doi: 10.2307/3215221)
Stochastic ordering of order statistics
– Journal of Applied Probability
(2016)
28,
278
(doi: 10.2307/3214866)
A Stochastic Volatility Alternative to SABR
– Journal of Applied Probability
(2016)
45,
1071
(doi: 10.1239/jap/1231340234)
The correlation of the maxima of correlated Brownian motions
– Journal of Applied Probability
(2016)
43,
880
(doi: 10.1239/jap/1158784954)
Ignatov's theorem: an abbreviation of the proof of Engelen, Tommassen and Vervaat
– Advances in Applied Probability
(2016)
21,
933
(doi: 10.2307/1427776)
The two-sided exit problem for spectrally positive Lévy processes
– Advances in Applied Probability
(2016)
22,
486
(doi: 10.2307/1427548)
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