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- Numerical differentiation by a Fourier extension method with super-order regularization
- APPLIED MATHEMATICS AND COMPUTATIONChen, Baoqin Zhao, Zhenyu Li, Zhi Meng, Zehong 出版年：2018
- Based on the idea of Fourier extension, we develop a new method for numerical differentiation. The Tikhonov regularization method with a super-order penalty term is presented to deal with the illposdness of the problem a...
- Uniqueness of entire functions sharing two values with their difference operators
- ADVANCES IN DIFFERENCE EQUATIONSLi, Sheng Mei, Duan Chen, BaoQin 出版年：2017
- In this paper, we mainly discuss the uniqueness problem when an entire function shares 0 CM and nonzero complex constant a IM with its difference operator. We also consider the general case where they share two distinct ...
- GSSA: A Network for Short- to Medium-Term Regional Sea Surface Temperature Prediction
- IEEE GEOSCIENCE AND REMOTE SENSING LETTERSXiao, Ling Li, Sheng Chen, Baoqin 出版年：2024
- Accurate prediction of sea surface temperature (SST) is critical in marine SCIences and related diSCIplines. The task is rendered challenging by complex environmental factors and the inherent nonlinearity of time. Curren...
- Identifying an Unknown Source in the Poisson Equation with a Super Order Regularization Method
- INTERNATIONAL JOURNAL OF COMPUTATIONAL METHODSLi, Zhi Zhao, Zhenyu Meng, Zehong Chen, Baoqin Mei, Duan 出版年：2020
- This paper develops a new method to deal with the problem of identifying the unknown source in the Poisson equation. We obtain the regularization solution by the Tikhonov regularization method with a super-order penalty ...
- Uniqueness of meromorphic solutions sharing values with a meromorphic function to <i>w</i>(<i>z</i>+1)<i>w</i>(<i>z</i>-1) = <i>h</i>(<i>z</i>)<i>w<SUP>m</SUP></i>(z<i>)</i>
- ADVANCES IN DIFFERENCE EQUATIONSChen, BaoQin Li, Sheng 出版年：2019
- For the nonlinear difference equations of the form w(z + 1)w(z -1) = h(z)w(m)(z), where h(z) is a nonzero rational function and m = +/- 2,+/- 1, 0, we show that its transcendental meromorphic solution is mainly determine...
- Uniqueness of meromorphic solutions of the difference equation R1(z)f(z+1)+R2(z)f(z)=R3(z)
- ADVANCES IN DIFFERENCE EQUATIONSLi, Sheng Chen, BaoQin 出版年：2019
- This paper mainly concerns the uniqueness of meromorphic solutions of first order linear difference equations of the form where R1(z)?0, R2(z), R3(z) are rational functions. Our results indicate that the finite order tra...
- Properties of meromorphic solutions of first-order differential-difference equations
- OPEN MATHEMATICSWu, Lihao Chen, Baoqin Li, Sheng 出版年：2023
- For the first-order differential-difference equations of the form A(z)f (z + 1) + B(z)f '(z) + C(z)f (z) =F(z),where A(z), B(z), C(z), and F(z) are polynomials, the existence, growth, zeros, poles, and fixed points of th...
- Some results on entire functions that share one value with their difference operators
- ADVANCES IN DIFFERENCE EQUATIONSChen, BaoQin Li, Sheng Chai, Fujie 出版年：2018
- In this paper, we give some results on entire functions that share one value with their difference operators. In particular, we prove the following result, which can be regarded as a difference analogue of a result of J....
- Some unity results on entire functions and their difference operators related to 4 CM theorem
- JOURNAL OF INEQUALITIES AND APPLICATIONSChen, BaoQin Li, Sheng 出版年：2020
- This paper is to consider the unity results on entire functions sharing two values with their difference operators and to prove some results related to 4 CM theorem. The main result reads as follows: Let f (z) be a nonco...
- Attention Adaptive Temporal Graph Convolutional Network for Long-Term Seasonal Sea Surface Temperature Forecasting
- IEEE JOURNAL OF SELECTED TOPICS IN APPLIED EARTH OBSERVATIONS AND REMOTE SENSINGXiao, Ling Yang, Peihao Wang, Yuxue Li, Sheng Chen, Baoqin 出版年：2024
- Sea surface temperature (SST) plays a crucial role in the global meteorological system, particularly as long-term seasonal variations are significant for analyzing SST anomalies and supporting long-term climate decision-...
- Unicity of Meromorphic Solutions of the Pielou Logistic Equation
- DISCRETE DYNAMICS IN NATURE AND SOCIETYLi, Sheng Chen, Baoqin 出版年：2020
- THis paper mainly considers the unicity of meromorphic solutions of the Pielou logistic equation y(z + 1). ((R(z)y(z))/ (Q(z) + P(z)y(z))), where P(z), Q(z), and R(z) are nonzero polynomials. It shows that the finite ord...
