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Classical Analysis and ODEs
[55]
Discrete-in-time random particle blob method for the Keller-Segel equation and convergence analysis
HUI HUANG
Jian-Guo Liu
Classical Analysis and ODEs
mathscidoc:1905.05006
COMMUN. MATH. SCI., 15, (7), 1821–1842, 2017
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[56]
On a discrete bilinear singular operator
Dong Dong
Classical Analysis and ODEs
mathscidoc:1910.43453
Comptes Rendus Mathematique, 355, (5), 538-542, 2017.5
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We prove that for a large class of functions P and Q, the discrete bilinear operator T P, Q (f, g)(n)= m Z{0} f (n P (m)) g (n Q (m)) 1 m is bounded from l 2 l 2 into l 1+ , for any (0, 1].
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[57]
Continuous and discrete one dimensional autonomous fractional ODEs
Yuanyuan Feng
Lei Li
Jian-Guo Liu
Xiaoqian Xu
Classical Analysis and ODEs
mathscidoc:1905.05005
Discrete Contin. Dyn. Syst. Ser. B,, 23, 3109-3135, 2018
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