李俊峰
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教授
博士生导师
硕士生导师
- 性别：男
- 毕业院校：北京师范大学
- 学位：博士
- 所在单位：数学科学学院
- 学科：基础数学
- 办公地点：数学楼418
- 电子邮箱：b62574996ff63c3c53310442206b0d52f8dbe8363e0f1bf1c5909c0c912a24a00d4d78ceaba5e6f2133150f87301ff0a3f4f89f517e3fc2381a6d81095cbfc2493d550bc2b250dd4df3cf36cd5a37d869a80e8a67f714219c308ce7df1e034ae394add04cbaeabbb79ca891437f9e3031d8d6f5c344c9d0dea1f6595d18cae6b
访问量：
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[1]Dan LI.李俊峰.A Note on the Convergence Along Tangential Curve Associated with Fractional Schr?dinger Propagator and Boussinesq Operator[J],Chinese Annals of Mathematics,Series B,2025,46(04):611-632
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[2]李俊峰.Liu, Naijia,Lou, Zengjian,Yu, Haixia.Lpx→Lqx,uestimates for dilated averages over planar curves[J],MATHEMATISCHE ZEITSCHRIFT,2025,311(2)
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[3]李俊峰.Yu, Haixia,Zhao, Minqun.The boundedness of the bilinear fractional integrals along curves[J],CANADIAN JOURNAL OF MATHEMATICS-JOURNAL CANADIEN DE MATHEMATIQUES,2025
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[4]Li, Dan.李俊峰.A Note on the Convergence Along Tangential Curve Associated with Fractional Schrodinger Propagator and Boussinesq Operator[J],CHINESE ANNALS OF MATHEMATICS SERIES B,2025,46(4):611-632
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[5]李俊峰.Zheng, Chuang.Non-homogeneous initial boundary value problems for the biharmonic Schrödinger equation on an interval[J],Annals of Mathematical Sciences and Applications,2024,9(1):3-55
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[6]Li, Guoliang.李俊峰.THE BOUNDEDNESS OF THE BILINEAR OSCILLATORY INTEGRAL ALONG A PARABOLA[J],PROCEEDINGS OF THE EDINBURGH MATHEMATICAL SOCIETY,2024,66(1):54-88
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[7]Dan LI.李俊峰.A Carleson Problem for the Boussinesq Operator[J],Acta Mathematica Sinica,English Series,2024,39(01):119-148
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[8]Li, Dan.李俊峰.The Pointwise Convergence Along Curve Associated with Boussinesq Operator[J],FRONTIERS OF MATHEMATICS,2024
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[9]李俊峰.Yu Haixia.Sharp weak bounds for n-dimensional fractional Hardy operators.[J],中国数学前沿,2022,13(2):449–457
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[10]李丹.李俊峰.On 4-order Schrodinger operator and Beam operator[J],中国数学前沿,2022,14:1197-1211