Follow
Pieter van Staden
Title
Cited by
Cited by
Year
Time-consistent mean–variance portfolio optimization: A numerical impulse control approach
PM Van Staden, DM Dang, PA Forsyth
Insurance: Mathematics and Economics 83, 9-28, 2018
422018
The surprising robustness of dynamic mean-variance portfolio optimization to model misspecification errors
PM van Staden, DM Dang, PA Forsyth
European Journal of Operational Research 289 (2), 774-792, 2021
402021
On the distribution of terminal wealth under dynamic mean-variance optimal investment strategies
PM van Staden, DM Dang, PA Forsyth
SIAM Journal on Financial Mathematics 12 (2), 566-603, 2021
262021
Mean-quadratic variation portfolio optimization: A desirable alternative to time-consistent mean-variance optimization?
PM Van Staden, DM Dang, PA Forsyth
SIAM Journal on Financial Mathematics 10 (3), 815-856, 2019
192019
Beating a benchmark: dynamic programming may not be the right numerical approach
PM Van Staden, PA Forsyth, Y Li
SIAM Journal on Financial Mathematics 14 (2), 407-451, 2023
112023
Across-time risk-aware strategies for outperforming a benchmark
PM van Staden, PA Forsyth, Y Li
European Journal of Operational Research 313 (2), 776-800, 2024
62024
Beating a constant weight benchmark: easier done than said
PA Forsyth, PM Van Staden, Y Li
International Journal of Theoretical and Applied Finance (IJTAF) 26 (04n05 …, 2023
42023
A parsimonious neural network approach to solve portfolio optimization problems without using dynamic programming
PM van Staden, PA Forsyth, Y Li
arXiv preprint arXiv:2303.08968, 2023
32023
Practical Investment Consequences Of The Scalarization Parameter Formulation In Dynamic Mean–Variance Portfolio Optimization
PM Van Staden, DM Dang, PA Forsyth
International Journal of Theoretical and Applied Finance 24 (05), 2150029, 2021
12021
A data-driven neural network approach to dynamic factor investing
PM van Staden, PA Forsyth, Y Li
Working paper, University of Waterloo, 2021. Available at https://cs …, 0
1
A parsimonious neural network approach portfolio optimization
PM van Staden, PA Forsyth, Y Li
2023
A parsimonious neural network approach to solve portfolio
PM van Staden, PA Forsyth, Y Li
2023
Beating a benchmark: dynamic programming may not be the right
PM van Staden, PA Forsyth, Y Li
2022
Dynamic optimal investment strategies for benchmark
PM van Staden, PA Forsyth, Y Li
2022
Practical investment consequences of the scalarization parameter
PM van Staden, DM Dang, PA Forsyth
2021
Wealth-dependent risk-aversion in dynamic mean-variance portfolio
PM van Staden, DM Dang, PA Forsyth
2020
Numerical methods for mean-risk portfolio optimization
PM Van Staden
2020
On the distribution of terminal wealth under dynamic mean-variance
PM van Staden, DM Dang, PA Forsyth
2019
Mean-Quadratic Variation Portfolio Optimization: A desirable
PM van Staden, DM Dang, PA Forsyth
Time-consistent mean-variance portfolio optimization: a numerical
P Van Staden, DM Dang, PA Forsyth
The system can't perform the operation now. Try again later.
Articles 1–20