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20152024
most citedOptimal Investment and Consumption under a Habit-Formation Constraint

14 citations · 21 across the 8 of their papers we have counts for

collaborators

14 papers

q-fin.MF2024

Optimal consumption under loss-averse multiplicative habit-formation preferences

Bahman Angoshtari, Xiang Yu, Fengyi Yuan

This paper studies a loss-averse version of the multiplicative habit formation preference and the corresponding optimal investment and consumption strategies over an infinite horiz…

q-fin.MF2024

Rank-Dependent Predictable Forward Performance Processes

Bahman Angoshtari, Shida Duan

Predictable forward performance processes (PFPPs) are stochastic optimal control frameworks for an agent who controls a randomly evolving system but can only prescribe the system d…

q-fin.PM2022★ 2 cited

Predictable Forward Performance Processes in Complete Markets

Bahman Angoshtari

We establish existence of Predictable Forward Performance Processes (PFPPs) in complete markets, which has been previously shown only in the binomial setting. Our market model can…

q-fin.MF2021★ 14 cited

Optimal Investment and Consumption under a Habit-Formation Constraint

Bahman Angoshtari, Erhan Bayraktar, Virginia R. Young

We formulate an infinite-horizon optimal investment and consumption problem, in which an individual forms a habit based on the exponentially weighted average of her past consumptio…

q-fin.RM2020

Optimal Insurance to Minimize the Probability of Ruin: Inverse Survival Function Formulation

Bahman Angoshtari, Virginia R. Young

We find the optimal indemnity to minimize the probability of ruin when premium is calculated according to the distortion premium principle with a proportional risk load, and admiss…

math.OC2020★ 1 cited

Optimal Consumption under a Habit-Formation Constraint: the Deterministic Case

Bahman Angoshtari, Erhan Bayraktar, Virginia R. Young

We formulate and solve a deterministic optimal consumption problem to maximize the discounted CRRA utility of an individual's consumption-to-habit process assuming she only invests…

q-fin.PM2019

Optimal Trading of a Basket of Futures Contracts

Bahman Angoshtari, Tim Leung

We study the problem of dynamically trading multiple futures contracts with different underlying assets. To capture the joint dynamics of stochastic bases for all traded futures, w…

q-fin.PM2018

Optimal Dynamic Basis Trading

Bahman Angoshtari, Tim Leung

We study the problem of dynamically trading a futures contract and its underlying asset under a stochastic basis model. The basis evolution is modeled by a stopped scaled Brownian…

q-fin.MF2018

Optimal Dividend Distribution Under Drawdown and Ratcheting Constraints on Dividend Rates

Bahman Angoshtari, Erhan Bayraktar, Virginia R. Young

We consider the optimal dividend problem under a habit formation constraint that prevents the dividend rate to fall below a certain proportion of its historical maximum, the so-cal…

q-fin.MF2016

Predictable Forward Performance Processes: The Binomial Case

Bahman Angoshtari, Thaleia Zariphopoulou, Xun Yu Zhou

We introduce a new class of forward performance processes that are endogenous and predictable with regards to an underlying market information set and, furthermore, are updated at…

q-fin.PM2016

On the Market-Neutrality of Optimal Pairs-Trading Strategies

Bahman Angoshtari

We consider the problem of optimal investment in a market with two cointegrated stocks and an agent with CRRA utility. We extend the findings of Liu and Timmermann [The Review of F…

q-fin.PM2015★ 1 cited

Minimizing the Expected Lifetime Spent in Drawdown under Proportional Consumption

Bahman Angoshtari, Erhan Bayraktar, Virginia R. Young

We determine the optimal amount to invest in a Black-Scholes financial market for an individual who consumes at a rate equal to a constant proportion of her wealth and who wishes t…

q-fin.PM2015

Minimizing the Probability of Lifetime Drawdown under Constant Consumption

Bahman Angoshtari, Erhan Bayraktar, Virginia R. Young

We assume that an individual invests in a financial market with one riskless and one risky asset, with the latter's price following geometric Brownian motion as in the Black-Schole…

q-fin.MF2015★ 3 cited

Optimal Investment to Minimize the Probability of Drawdown

Bahman Angoshtari, Erhan Bayraktar, Virginia R. Young

We determine the optimal investment strategy in a Black-Scholes financial market to minimize the so-called {\it probability of drawdown}, namely, the probability that the value of…