1. 丘成桐 美国 Harvard University 1993美国科学院院士;中国科学院外籍院士;1982菲尔兹奖;2010沃尔夫数学奖 Existence of Solutions to Mean Field Equations on Graphs
2. 丘成桐 美国 Harvard University 1993美国科学院院士;中国科学院外籍院士;1982菲尔兹奖;2010沃尔夫数学奖 Li-Yau inequality for unbounded Laplacian on graphs
3. Patrizia,Pucci 意大利 University of Perugia Multiplicity and Concentration Results for Some Fractional Double Phase Choquard Equation with Expon..
4. 唐先华 中国 中南大学 教授 Concentration of semiclassical ground states for a N-Laplacian Kirchhoff-type problem with critical ..
5. Vicentiu D,Radulescu 波兰 AGH University Science & technology Concentration of ground state solutions for supercritical zero-mass (N, q)-equations o..
6. 于永光 中国 北京交通大学 Local error analysis of L1 scheme for time-fractional diffusion equation on a star-shaped pipe netwo..
7. 唐先华 中国 中南大学 教授 Existence of Semiclassical Ground State Solutions for a Class of N-Laplace Choquard Equation ..
8. Vicentiu D,Radulescu 波兰 AGH University Science & technology Ground states for quasilinear equations of N-Laplacian type with critical exponential growth ..
9. 唐先华 中国 中南大学 教授 Ground states for quasilinear equations of N-Laplacian type with critical exponential growth ..
10. Thomas,Bartsch 德国 Justus-Liebig-University The Morse Property of Limit Functions Appearing in Mean Field Equations on Surfaces with Boundary
11. 唐先华 中国 中南大学 教授 Mountain-pass-type solutions for Schrodinger equations in R2 with unbounded or vanishing potentials ..
12. Vicentiu D,Radulescu 波兰 AGH University Science & technology Multiplicity and concentration of solutions to fractional anisotropic Schrodinger equations with exp..
13. Vicentiu D,Radulescu 波兰 AGH University Science & technology Convergence of least energy sign-changing solutions for logarithmic Schrodinger equations on locally..
14. 阮士贵 美国 华中师范大学 Asymptotic and transient dynamics of SEIR epidemic models on weighted networks
15. Repovs, Dusan D. 斯洛文尼亚 University of Ljubljana elliptic problems on weighted locally finite graphs
16. 唐先华 中国 中南大学 教授 On concave perturbations of a periodic elliptic problem in R2 involving critical exponential growth
17. 唐先华 中国 中南大学 教授 Schrodinger equations in R2 with critical exponential growth and concave nonlinearities
18. Vicentiu D,Radulescu 波兰 AGH University Science & technology Planar Schrodinger-Choquard equations with potentials vanishing at infinity: The critical case
19. 唐先华 中国 中南大学 教授 On critical N-Kirchhoff type equations involving Trudinger-Moser nonlinearity
20. Andrea,Cianchi 意大利 University of Florence On the Existence of Extremals for Moser-Type Inequalities in Gauss Space