Product
Help
Pricing
About
Jobs
Log in
Get started
Author
Add to collection
Mi Chen
Institution:
Fujian Normal University
Observed institution:
Fujian Normal University
ORCID:
0000-0001-9277-0165
Observed ORCID:
0000-0001-9277-0165
OpenAlex ID:
A5018032066
Optimal reinsurance and dividends with transaction costs and taxes under thinning structure
2020
·
Mi Chen
, Kam Chuen Yuen
, et al.
·
Scandinavian Actuarial Journal
·
15
PDF
Survival probabilities in a discrete semi-Markov risk model
2014
·
Mi Chen
, Kam Chuen Yuen
, et al.
·
Applied Mathematics and Computation
·
12
On the expected penalty functions in a discrete semi-Markov risk model with randomized dividends
2016
·
Kam Chuen Yuen
, Mi Chen
, et al.
·
Journal of Computational and Applied Mathematics
·
9
PDF
Expected discounted dividends in a discrete semi-Markov risk model
2014
·
Mi Chen
, Junyi Guo
, et al.
·
Journal of Computational and Applied Mathematics
·
9
PDF
On a discrete-time risk model with claim correlated premiums
2015
·
Xueyuan Wu
, Mi Chen
, et al.
·
Annals of Actuarial Science
·
7
PDF
Optimal dividends and reinsurance with capital injection under thinning dependence
2020
·
Mi Chen
, Ming Zhou
, et al.
·
Communication in Statistics- Theory and Methods
·
6
Robust optimal reinsurance and investment problem with dependent risks under Ornstein-Uhlenbeck process
2025
·
Yiming Su
, Wenyuan Wang
, et al.
·
Communication in Statistics- Theory and Methods
·
3
On a doubly reflected risk process with running maximum dependent reflecting barriers
2022
·
Wenyuan Wang
, Ning Wang
, et al.
·
Journal of Computational and Applied Mathematics
·
1
Optimal Reinsurance Under General Law-Invariant Convex Risk Measure and TVaR Premium Principle
2016
·
Mi Chen
, Wenyuan Wang
, et al.
·
Risks
·
1
PDF
Equilibrium Insurance Strategies in a Three-Party Hybrid Game
2026
·
Mi Chen
, Yi-Ming Su
, et al.
·
Journal of the Operations Research Society of China
A non-zero-sum reinsurance-investment game informed by alpha-maximin ambiguity-averse preferences
2026
·
Yating Chen
, Mi Chen
, et al.
·
AIMS Mathematics
PDF
On the Expected Penalty Functions in a Discrete Semi-Markov Risk Model
2016
·
Liu Haiyan
, Mi Chen
The antiknock technology study on the building structure
2009
·
Mi Chen
·
Shanxi Architecture
Show more works
View as search
Works count:
13
Citation count:
63
H-index:
6
I10-index:
2
Year
Topic
Type