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Author

Bihao Su

Observed names: BIHAO SU, Bihao SU, Su, Bihao
Institution: Hainan University
OpenAlex ID: A5083249157
Efficient Monte Carlo Method for Integral Fractional Laplacian in Multiple Dimensions
2023 · Changtao Sheng, Bihao Su, et al. · SIAM Journal on Numerical Analysis · 20
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A new ‘walk on spheres’ type method for fractional diffusion equation in high dimensions based on the Feynman–Kac formulas
2023 · Bihao Su, Chenglong Xu, et al. · Applied Mathematics Letters · 8
A Deep Neural Network Approach to Solving for Seal’s Type Partial Integro-Differential Equation
2022 · Bihao Su, Chenglong Xu, et al. · Mathematics · 5
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A modified projected walk on spheres method for elliptic equations on high-dimensional embedded manifolds: algorithm and error estimates
2026 · Hui, Zhiyuan, Sheng, Changtao, et al. · arXiv (Cornell University) · 2
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Prediction-correction method for nonlinear partial differential equations based on sparse grid interpolation techniques
2025 · Chenglong Xu, Yining Qiu, et al. · Computers & Mathematics with Applications · 2
Efficient implicit-explicit sparse stochastic method for high dimensional semi-linear nonlocal diffusion equations
2025 · Sheng, Changtao, Su, Bihao, et al. · arXiv (Cornell University) · 2
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An implicit-explicit Monte Carlo method for semi-linear PDEs driven by 𝛼-stable Lévy process and its error estimates
2024 · Changtao Sheng, Bihao Su, et al. · Mathematics of Computation · 2
A quick operator splitting method for option pricing
2021 · Chenglong Xu, Bihao Su, et al. · Journal of Computational and Applied Mathematics · 2
Numerical Method for Space-Time Fractional Diffusion: A Stochastic Approach
2026 · Tengteng Cui, Changtao Sheng, et al. · SIAM Journal on Scientific Computing · 1
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A Multinomial Approximation Approach for the Finite Time Survival Probability Under the Markov-modulated Risk Model
2021 · Jingchao Li, Bihao Su, et al. · Methodology And Computing In Applied Probability · 1
Quasi-Monte Carlo based meshfree methods for parabolic equations on parameterized Riemannian manifolds
2026 · He, Zhijian, Hui, Zhiyuan, et al. · arXiv (Cornell University)
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An FBSDE based stochastic particle approach for Hamilton--Jacobi--Bellman equations in high dimensions
2026 · Shuixin Fang, Yue Qiu, et al. · SSRN Electronic Journal
Markov調整リスクモデルにおける有限時間破産問題【JST・京大機械翻訳】
2020 · Jingchao Li, Bihao Su
Some Finite Time Ruin Problems in Markov-Modulated Risk Model
2020 · Jingchao Li, Bihao Su
The joint distribution of ruin related quantities in the classical risk model
2019 · Bihao SU, Jingchao LI · JOURNAL OF SHENZHEN UNIVERSITY SCIENCE AND ENGINEERING
Works count: 16
Citation count: 45
H-index: 3
I10-index: 1
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