Haiyong Wang — 研究者分析报告#
分析模式: fast | 分析时间: 2026-03-15T23:59:48
评级: 早期研究者 (29.3/100)#
基本指标#
| 指标 |
值 |
| 所属机构 |
未知 |
| h-index |
3 |
| 总引用数 |
75 |
| 近5年引用 |
74 |
| 论文总数 |
11 |
| 顶会论文数 |
0 |
| 发表年限 |
2016 - 2026 |
| Semantic Scholar |
2258005299 |
高引论文 (Top 20)#
| # |
年份 |
引用 |
标题 |
| 1 |
2023 |
57 |
Adenosine in cancer immunotherapy: Taking off on a new plane. |
| 2 |
2025 |
10 |
The LDH‐H3K18La‐Nur77 Axis Potentiates Immune Escape in Small Cell Lung Cancer |
| 3 |
2016 |
3 |
Prognostic nutritional index serves as a predictive marker of survival and associates with systemic inflammatory response in metastatic intrahepatic cholangiocarcinoma |
| 4 |
2024 |
3 |
Tumor mutational burden adjusted by neutrophil-to-lymphocyte ratio serves as a potential biomarker for atezolizumab-treated patients with extensive stage small cell lung cancer |
| 5 |
2025 |
2 |
The emerging landscape and future perspective of SCLC transformation: from molecular mechanisms to therapeutic strategies. |
| 6 |
2024 |
1 |
Self-targeted smart polyester nanoparticles for simultaneous Delivery of photothermal and chemotherapeutic agents for efficient treatment of HCC. |
| 7 |
2025 |
1 |
The evolving landscape of antibody-drug conjugates in small cell lung cancer: From research progress to clinical application. |
| 8 |
2011 |
0 |
Asymptotic expansions and fast computation of oscillatory Hilbert transforms |
| 9 |
2012 |
0 |
A Gaussian quadrature rule for oscillatory integrals on a bounded interval |
| 10 |
2012 |
0 |
Explicit barycentric weights for polynomial interpolation in the roots or extrema of classical orthogonal polynomials |
| 11 |
2013 |
0 |
On Fast Implementation of Clenshaw-Curtis and Fejér-type Quadrature Rules |
| 12 |
2014 |
0 |
On the optimal estimates and comparison of Gegenbauer expansion coefficients |
| 13 |
2014 |
0 |
Fast and highly accurate computation of Chebyshev expansion coefficients of analytic functions |
| 14 |
2014 |
0 |
Convergence rate and acceleration of Clenshaw-Curtis quadrature for functions with endpoint singularities |
| 15 |
2017 |
0 |
Jacobi polynomials on the Bernstein ellipse |
| 16 |
2018 |
0 |
Analysis of multivariate Gegenbauer approximation in the hypercube |
| 17 |
2018 |
0 |
A new and sharper bound for Legendre expansion of differentiable functions |
| 18 |
2018 |
0 |
A unified framework for asymptotic analysis and computation of finite Hankel transform |
| 19 |
2020 |
0 |
Optimal rates of convergence and error localization of Gegenbauer projections |
| 20 |
2020 |
0 |
How much faster does the best polynomial approximation converge than Legendre projection? |