Consider the motion of a Brownian particle that initially takes place in a two-dimensional plane and then after some random/unobservable time continues in the three-dimensional …
B Buonaguidi, A Mira, H Bucheli, V Vitanis - Bayesian Analysis, 2022 - projecteuclid.org
This paper addresses the risk of fraud in credit card transactions by developing a probabilistic model for the quickest detection of illegitimate purchases. Using optimal …
We study a two-dimensional discounted optimal stopping problem related to the pricing of perpetual commodity equities in a model of financial markets in which the behaviour of the …
PV Gapeev, N Rodosthenous - Stochastic Analysis and …, 2021 - Taylor & Francis
We study zero-sum optimal stopping games associated with perpetual convertible bonds in an extension of the Black-Merton-Scholes model with random dividends under various …
K Glover, G Peskir - Mathematics of Operations Research, 2024 - pubsonline.informs.org
Consider an Ornstein–Uhlenbeck process that initially reverts to zero at a known mean- reversion rate β 0, and then after some random/unobservable time, this mean-reversion rate …
P Ernst, H Mei - Mathematics of Operations Research, 2023 - pubsonline.informs.org
The paper studies a class of multidimensional optimal stopping problems with infinite horizon for linear switching diffusions. There are two main novelties in the optimal problems …
We analyze the optimal exercise of an American call executive stock option (ESO) written on a stock whose drift parameter falls to a lower value at a change point, an exponentially …