知名学者引用


        除了所发表论文的被引用频次、期刊质量能够彰显学者的学术影响力以外,被知名学者引用也是一项学术评价的重要指标。
        当前同舟云学术认定的知名学者包括:诺贝尔奖、菲尔兹奖、图灵奖等奖项获得者,多个国家的院士,同舟云学术“2023全球学者学术影响力排行版”入榜的前10万学者等。

Luis A. Caffarelli The University of Texas at Austin被知名学者引用:519人次(黄金会员以上可以申请导出本人论文被全部知名学者引用的数据)

1. Alessio,Figalli 瑞士 ETH Zurich 2018菲尔兹奖 Constraint Maps with Free Boundaries: the Obstacle Case

2. Luis,Caffarelli 美国 University of Texas at Austin 2012沃尔夫数学奖 The two-phase Stefan problem with anomalous diffusion

3. Alessio,Figalli 瑞士 ETH Zurich 2018菲尔兹奖 (A. Figalli), (S. Kim), (H. Shahgholian).l.https://doi.org/10.1016/j.na.2022.1129110362-546X/?2022 P..

4. Alessio,Figalli 瑞士 ETH Zurich 2018菲尔兹奖 Generic regularity of free boundaries for the obstacle problem

5. Luis,Caffarelli 美国 University of Texas at Austin 2012沃尔夫数学奖 Fully nonlinear integro-differential equations with deforming kernels

6. Luis,Caffarelli 美国 University of Texas at Austin 2012沃尔夫数学奖 Optimal Regularity and Structure of the Free Boundary for Minimizers in Cohesive Zone Models

7. Alessio,Figalli 瑞士 ETH Zurich 2018菲尔兹奖 Optimal Regularity and Structure of the Free Boundary for Minimizers in Cohesive Zone Models

8. Alessio,Figalli 瑞士 ETH Zurich 2018菲尔兹奖 Stable solutions to semilinear elliptic equations are smooth up to dimension 9

9. Alessio,Figalli 瑞士 ETH Zurich 2018菲尔兹奖 On the fine structure of the free boundary for the classical obstacle problem

10. Luis,Caffarelli 美国 University of Texas at Austin 2012沃尔夫数学奖 Parabolic obstacle problems, quasi-convexity and regularity

11. Alessio,Figalli 瑞士 ETH Zurich 2018菲尔兹奖 Free Boundary Regularity in the Parabolic Fractional Obstacle Problem

12. Luis,Caffarelli 美国 University of Texas at Austin 2012沃尔夫数学奖 On the regularity of the non-dynamic parabolic fractional obstacle problem

13. Alessio,Figalli 瑞士 ETH Zurich 2018菲尔兹奖 Rigidity and sharp stability estimates for hypersurfaces with constant and almost-constant nonlocal ..

14. Luis,Caffarelli 美国 University of Texas at Austin 2012沃尔夫数学奖 Two-Phase Anisotropic Free Boundary Problems and Applications to the Bellman Equation in 2D

15. Alessio,Figalli 瑞士 ETH Zurich 2018菲尔兹奖 Sharp boundary behaviour of solutions to semilinear nonlocal elliptic equations

16. Alessio,Figalli 瑞士 ETH Zurich 2018菲尔兹奖 global regularity for the free boundary in the obstacle problem for the fractional laplacian

17. Alessio,Figalli 瑞士 ETH Zurich 2018菲尔兹奖 sharp global estimates for local and nonlocal porous medium-type equations in bounded domains

18. Alessio,Figalli 瑞士 ETH Zurich 2018菲尔兹奖 Infinite Speed of Propagation and Regularity of Solutions to the Fractional Porous Medium Equation i..

19. Luis,Caffarelli 美国 University of Texas at Austin 2012沃尔夫数学奖 The two membranes problem for different operators

20. Luis,Caffarelli 美国 University of Texas at Austin 2012沃尔夫数学奖 Obstacle problems for integro-differential operators: regularity of solutions and free boundaries

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