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Global Well-Posedness for Aggregation Equation with Time-Space Nonlocal Operator and Shear Flow
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作者 binbin shi Weike Wang 《Communications on Applied Mathematics and Computation》 2023年第3期1274-1288,共15页
In this paper,we consider the two-dimensional aggregation equation with the shear flow and time-space nonlocal attractive operator.Without the advection,the solution of the aggregation equation may blow up in finite t... In this paper,we consider the two-dimensional aggregation equation with the shear flow and time-space nonlocal attractive operator.Without the advection,the solution of the aggregation equation may blow up in finite time.We show that the shear flow can suppress the blow-up. 展开更多
关键词 Aggregation equation Shear flow Enhanced dissipation Suppress the blow-up
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Decoding Plant RNA Structurome
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作者 binbin shi Zhi John Lu 《Molecular Plant》 SCIE CAS CSCD 2018年第4期521-522,共2页
The very nature of RNA molecule, which separates it from DNA and protein molecules, is sequence-specific recognition through three types of base pairs: G-C, A-U, and G-U pairs. These pairs form RNA's secondary struc... The very nature of RNA molecule, which separates it from DNA and protein molecules, is sequence-specific recognition through three types of base pairs: G-C, A-U, and G-U pairs. These pairs form RNA's secondary structure, which encodes dynamic and regulatory information about the cell. While DNA nucleotides mostly form a double helix by forming hydrogen bonds between complementary bases, RNA nucleotides are free to interact with each other to form complex structures because of the single- strand nature of RNA. 展开更多
关键词 RNA 蛋白质分子 植物 译码 复杂结构 DNA 核苷酸 双螺旋
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混合机制对半线性热方程解爆破的抑制作用
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作者 王维克 贺无缺 史斌斌 《中国科学:数学》 CSCD 北大核心 2021年第6期1013-1036,共24页
本文考虑带有混合机制的半线性热方程,混合机制是通过加入含不可压流的对流项实现的.在没有混合机制时,方程的解在有限时间会发生爆破.在对流项合适的混合条件下,本文研究方程的大初值整体解的适定性.对于带有混合机制的经典半线性热方... 本文考虑带有混合机制的半线性热方程,混合机制是通过加入含不可压流的对流项实现的.在没有混合机制时,方程的解在有限时间会发生爆破.在对流项合适的混合条件下,本文研究方程的大初值整体解的适定性.对于带有混合机制的经典半线性热方程,本文通过能量方法得到了整体的Lp(p>d/2)估计,并且获得了经典解的整体存在性.然而,对于带有混合机制的分数阶半线性热方程,由于技术困难,通过能量方法无法得到整体的Lp (p> 2)估计,这里利用非线性极值原理得到了整体的L∞估计,并且获得了经典解的整体存在性. 展开更多
关键词 半线性热方程 爆破 混合机制 非线性极大值原理 大初值整体解
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