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GB

  • Associate Professor
  • Supervisor of Doctorate Candidates
  • Supervisor of Master's Candidates
  • Name (English):Ge Bin
  • Name (Pinyin):GB
  • Date of Birth:1979-10-25
  • School/Department:数学科学学院
  • Degree:Doctoral Degree in Science
  • Professional Title:Associate Professor
  • Status:Employed
  • Teacher College:College of Mathematical Sciences
  • Discipline:Mathematics

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Contact Information
  • OfficePhone：01f3a75d21f77ffc9aa356b60286d38cf4b061a16ff3b219b84d4466290c4e5334f74630711d59e2a1385114d55f7378627128bbc18da638ad6bc58f3359eb1fd473f78b2fa967bb81fda2c4fca65fa9ce36c52096f53b487665382edd9b1a2abb9472800e9995de7b085dd01864d139dd8c14f9742ddb18239180ff91a9fbd1
  • Telephone：9787648c63d43cbfb991116c2060cf57655e3956c52f902889b3b6fd715894a5289d3a1472b52877ca460fbb92db8d3472b0ab5a13d6e06df751bbacaa9c0246be8be061e9d366285444a24de27c5a0960ba4c3208d72195ed3c3e2a2303f0afcaa01b5705cf581af216a2e6d222ae3db1309297df57a00a315f9508a6c5c3c2
  • Email：3de53a083849c32ae445deb8ec7b2621d0957b8bf0368a3c88bbe7b29fc0daff2a0437d26f84323e6dc814ae53f4e9e6251381bba7d332ba67f9f5b3645d1b16331cde3957fbe686f4d6a41165816a187773d03ba4132b89561dfbab8f990e3da13f4a8d0f31c9945d2bfbba06556ed7013957b27d855651f83466a0c763f23b
  • ZipCode：0140c3c745f0b66683baf49818a5ead5297d9f9d6faaaeb15e014e9188359b9bc4d213d852078a66bf4187ea218a92ded489d2594a3ef824114ce6c059f640dc9612dc48ec6e0507aa9ce622f02e7fe3f14cab3e70cc48e40d92ada1c8935503f45c0ed01eb82c1d763df8daa2a60bed1c7678be753de94521a29672ae3f857f
  • PostalAddress：c3d27c9f8442d7aa233d2acef4fb0bf7de9d73407ba4a482133ecae9aca91f24bb09f8332825b83b2e1f3c0dc34b828cdc0b5cf079995de3f78aa634731c429b3dcb9b8659c84d065f1337d7a6c71f8fbddba02221db7060f6c6f13f52240bf7be9e05c8372a9aff976b0e28fca1451c83ec84ea08513797d49e37f2da5cdb00
  • Paper Publications

Multiplicity solutions of a class fractional Schrödinger equations

Release time:2025-04-25  Hits:

  • DOI number:10.1515/math-2017-0084
  • Journal:Open Mathematics
  • Indexed by:Article
  • Correspondence Author:Jia Li-Jiang, Ge Bin, Cui Ying-Xin, Sun Liang-Liang
  • Discipline:Natural Science
  • Volume:15(1)
  • Page Number:1010-1023
  • ISSN No.:2391-5455
  • Translation or Not:no
  • Links to published journals:https://www.degruyterbrill.com/document/doi/10.1515/math-2017-0084/html
  • 1.2017 OM.pdf
Pre One:Infinitely many solutions for sublinear fractional Schrodinger-type equations with general potentials
Next One:Existence and multiplicity of solutions for generalized quasilinear Schrödinger equations

https://homepage.hrbeu.edu.cn/web/gebin