Paper Review Records
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12 valid samples · Newest publication first
Review days = acceptance date − received date. PDF, DOI, and publisher-page sources are retained.
Infinitely many sign-changing solutions for the nonlinear fractional Schrödinger-Poisson system
AuthorsGuangze Gu; Changyang Mu; Zhipeng Yang
Affiliations1. Yunnan Key Laboratory of Modern Analytical Mathematics and Applications; 2. Yunnan Normal University
Multiple normalized solutions for Schrödinger–Maxwell equation involving the (2, q )-Laplacian with mixed nonlinearities
AuthorsJunjie Chu; Yang Yang
Affiliations1. Jiangnan University
Existence and asymptotic behavior of ground state solutions for asymptotically linear Schrödinger equations with Hardy weights on lattice graphs
AuthorsPeng Chen; Dingke Zhang
Affiliations1. China Three Gorges University
Shifted Hardy inequalities on the unit ball and polydisk
AuthorsAdel Khalfallah
Affiliations1. King Fahd University of Petroleum & Minerals
Infinitely many positive solutions for a logarithmic fractional ℓ (⋅,⋅) -Kirchhoff problem
AuthorsAhmed Ahmed; Mohamed Saad Bouh Elemine Vall
Affiliations1. University of Nouakchott; 2. Higher Institute of Industrial Engineering
Borel–Pompeiu formula for a higher-order Lamé–Navier system in the plane
AuthorsMarcos Antonio Herrera Peláez; Ricardo Abreu Blaya; Daniel Alfonso Santiesteban; Diego Esteban Gutiérrez Valencia
Affiliations1. Universidad Autónoma de Guerrero; 2. Instituto Tecnológico de Chilpancingo
Ranks of group-invariant sphere maps with source dimension greater than 2
AuthorsJennifer Brooks; Samuel Liechty; Kyle Markham; Shogo Starr; Hailey Whetten
Affiliations1. Brigham Young University
Concentration of ground states for a quasilinear Schrödinger equation with a parameter
AuthorsKe Wu; Xianyong Yang
Affiliations1. Yunnan Normal University; 2. Yunnan Minzu University
Existence and nonexistence of ground states for asymptotically periodic double phase problems
AuthorsZhan Zhang; Hui Zhang
Affiliations1. Jinling Institute of Technology
Mixed analytic function method for anisotropic elastic planes with oblique cracks
AuthorsJuan Chen; Yu Wang; Hua Liu; Feifei Qu
Affiliations1. Tianjin Sino-German University of Applied Sciences; 2. Shanghai Lixin University of Accounting and Finance; 3. Shanghai Technical Institute of Electronics and Information; 4. Tianjin University of Technology and Education
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