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Faculty of Science and Tech...
1
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10
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LANGRENÉ Nicolas
4
WANG Qingguo
1
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Journal article
11
Conference paper
1
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2023
1
2021
4
2020
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2019
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英语English
12
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SCIE
4
ESCI
1
SSCI
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Penalty method
3
Retirement income
3
Superannuation
3
Age Pension
2
American option pricing
2
Economic scenarios generator
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Annals of Actuarial Science
2
Annals of Operations Resear...
1
Applied Mathematics and Com...
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Finance Research Letters
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IEEE Transactions on Circui...
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Designing higher value roads to preserve species at risk by optimally controlling traffic flow
Journal article
Annals of Operations Research,2023, volume: 320, issue: 2, pages: 663-693
Authors:
Davey, Nicholas
;
Langrené, Nicolas
;
Chen, Wen
;
Rhodes, Jonathan R.
;
Dunstall, Simon
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View/Download:6/0
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Submit date:2022/08/29
Dimensionality reduction
Ecological constraints
Road design
Stochastic dynamic programming
Surrogate model
Using a stochastic economic scenario generator to analyse uncertain superannuation and retirement outcomes
Journal article
Annals of Actuarial Science,2021, volume: 15, issue: 3, pages: 549-566
Authors:
Chen, Wen
;
Koo, Bonsoo
;
Wang, Yunxiao
;
O'Hare, Colin
;
Langrené, Nicolas
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View/Download:5/0
  |  
Submit date:2022/08/29
Age Pension
Economic scenarios generator
Monte Carlo simulation
Retirement income
Superannuation
Using a stochastic economic scenario generator to analyse uncertain superannuation and retirement outcomes
Conference paper
Annals of Actuarial Science
Authors:
Chen,Wen
;
Koo,Bonsoo
;
Wang,Yunxiao
;
O'Hare,Colin
;
Langrené,Nicolas
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View/Download:0/0
  |  
Submit date:2025/03/19
Age Pension
Economic scenarios generator
Monte Carlo simulation
Retirement income
Superannuation
Markovian approximation of the rough bergomi model for Monte Carlo option pricing
Journal article
Mathematics,2021, volume: 9, issue: 5, pages: 1-21
Authors:
Zhu, Qinwen
;
Loeper, Grégoire
;
Chen, Wen
;
Langrené, Nicolas
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  |  
View/Download:6/0
  |  
Submit date:2022/08/29
Forward variance model
Hybrid scheme
Markovian representation
Rough fractional stochastic volatility
Rough heston
Sum of ornstein-uhlenbeck processes
Volatility skew
Volterra integral
Personalised drawdown strategies and partial annuitisation to mitigate longevity risk
Journal article
Finance Research Letters,2021, volume: 39
Authors:
Chen,Wen
;
Minney,Aaron
;
Toscas,Peter
;
Koo,Bonsoo
;
Zhu,Zili
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View/Download:0/0
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Submit date:2025/03/19
Annuitisation
Drawdown strategy
Economic scenario generator
Longevity risk
Retirement income
Superannuation
A 2nd-order ADI finite difference method for a 2D fractional Black–Scholes equation governing European two asset option pricing
Journal article
Mathematics and Computers in Simulation,2020, volume: 171, pages: 279-293
Authors:
Chen,Wen
;
Wang,Song
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View/Download:0/0
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Submit date:2025/03/19
Alternating direction implicit method
Finite difference
Option pricing
Two-dimensional spatial-fractional Black–Scholes equation
Accounting for tailings dam failures in the valuation of mining projects
Journal article
Resources Policy,2019, volume: 63
Authors:
Armstrong, Margaret
;
Langrené, Nicolas
;
Petter, Renato
;
Chen, Wen
;
Petter, Carlos
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View/Download:4/0
  |  
Submit date:2022/08/29
Dry processing
Preventive maintenance
Quantization
Real options
Predictor-Based Disturbance Rejection Control for Sampled Systems with Input Delay
Journal article
IEEE Transactions on Control Systems Technology,2019, volume: 27, issue: 2, pages: 772-780
Authors:
Liu, Tao
;
Hao, Shoulin
;
Li, Dewei
;
Chen, Wen Hua
;
Wang, Qingguo
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View/Download:3/0
  |  
Submit date:2021/07/14
Dead-time compensator (DTC)
disturbance rejection control (DRC)
extended state observer (ESO)
input delay
robust stability
sampled control systems
Unified Sparse Subspace Learning via Self-Contained Regression
Journal article
IEEE Transactions on Circuits and Systems for Video Technology,2018, volume: 28, issue: 10, pages: 2537-2550
Authors:
Yi, Shuangyan
;
He, Zhenyu
;
Cheung, Yiu Ming
;
Chen, Wen Sheng
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View/Download:4/0
  |  
Submit date:2021/10/19
self-contained regression-type
sparse subspace learning
Weighted PCA
A power penalty method for a 2D fractional partial differential linear complementarity problem governing two-asset American option pricing
Journal article
Applied Mathematics and Computation,2017, volume: 305, pages: 174-187
Authors:
Chen,Wen
;
Wang,Song
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View/Download:0/0
  |  
Submit date:2025/03/19
American option pricing
Finite difference method
Fractional differential equation
Linear complementarity problem
Optimal control
Penalty method