Luis Alvarez Esteban
PhD (Economics) 1994, PhD (Applied Mathematics) 1997
lhralv@utu.fi +358 29 450 2119 +358 40 074 7961 Rehtorinpellonkatu 3 Turku |
In financial economics: macrofinance, neoclassical investment theory, taxation and investment, real options, irreversible capital accumulation, capital budgeting
In natural resource economics: management of renewable resources, optimal harvesting, optimal forest rotation policies, amenity valuation
In mathematics: Stochastic control theory, optimal stopping, impulse control, singular control, diffusion processes, mathematical finance
I have been a Professor of Quantitative Methods in Management, with a primary focus on mathematical finance and mathematical economics, at the Turku School of Economics (University of Turku) since 2001. My educational and professional background is as follows. I originally studied economics and applied mathematics at the University of Turku (UTU) during 1987–1988. From 1989 to 1994, I worked at the Department of Economics, where I obtained my first PhD in Economics in 1994. My PhD dissertation focused on the impact of anticipated policy changes on firms’ optimal investment policies and, consequently, on their optimal capital accumulation paths. I then moved to the Department of Mathematics, where I worked from 1995 to 2000. During that period, I completed my second PhD in Applied Mathematics in 1997. My second dissertation focused on the application of stochastic control theory to problems arising in economics, finance, and the management of renewable resources.
Stochastic control theory and its applications, optimal stopping and its applications, diffusion processes, real options, stopping games, optimal rotation problems, Faustmann's formula
TKM11/LRS23 Quantitative methods in finance
TKMS8/LRS30 Interest rate derivatives and valuation
TKMS10/LRS29 Mathematical finance
Master's Thesis Seminar in finance
- Partial Outsourcing: A Real Options Perspective (2007)
- International Journal of Industrial Organization
- Taxation and Rotation Age under Stochastic Forest Stand Value (2007)
- Journal of Environmental Economics and Management
- The Forest Rotation Problem with Stochastic Harvest and Amenity Value (2007)
- Natural Resource Modeling
- Voltage noise influences action potential duration in cardiac myocytes (2007)
- Mathematical Biosciences
- A Class of Solvable Stochastic Dividend Optimization Problems: On the General Impact of Flexibility on Valuation (2006)
- Economic Theory
- Does Risk Aversion Accelerate Optimal Forest Rotation under Uncertainty? (2006)
- Journal of Forest Economics
- Irreversible Investment under Interest Rate Variability: Some Generalizations (2006)
- Journal of Business
- Takeover Timing, Implementation Uncertainty, and Embedded Divestment Options (2006)
- Review of Finance
- Wicksellian Theory of Forest Rotation under Interest Rate Variability (2005)
- Journal of Economic Dynamics and Control
- A Class of Solvable Impulse Control Problems (2004)
- Applied Mathematics and Optimization
- Optimal Risk Adoption: A Real Options Approach (2004)
- Economic Theory
- Stochastic Forest Stand Value and Optimal Timber Harvesting (2004)
- SIAM Journal on Control and Optimization
- On Forest Rotation under Interest Rate Variability (2003)
- International Tax and Public Finance
- On the Convexity and Risk-Sensitivity of the Price of American Interest Rate Derivatives (2003)
- SIAM Journal on Applied Mathematics
- On the Properties of r-excessive Mappings for a Class of Diffusions (2003)
- Annals of Applied Probability
- Adoption of Uncertain Multi-stage Technology Projects: A Real Options Approach (2001)
- Journal of Mathematical Economics
- Does Increased Stochasticity Speed Up Extinction? (2001)
- Journal of Mathematical Biology
- On the Form and Risk-sensitivity of Zero Coupon Bonds for a Class of Interest Rate Models (2001)
- Insurance: Mathematics and Economics
- Reward functionals, salvage values and optimal stopping (2001)
- Mathematical Methods of Operations Research
- Singular Stochastic Control, Linear Diffusions, and Optimal Stopping: A Class of Solvable Problems (2001)
- SIAM Journal on Control and Optimization



