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1. Research And Application Of Runge - Kutta Method For High - Order Diagonal Implicit
2. Some Studies About Baxter Algebras
3. The Asymptotic Behaviors Of Enumerations For Trees And Their Applications
4. On The Combinatorics Of Ramanujan Polynomials And Chapoton Polynomials
5. Some Studies On Involutive Hom-associative Algebras And Rota-Baxter Operators
6. Exponentially-Fitted Methods For Constrained Hamiltonian Systems
7. Study On Numerical Methods For Solving Stochastic Differential Equations Based On Tree Theory
8. Consistency And Controllability Analysis Of A Class Of Networked Systems
9. Construction And Research Of The High-order Runge-Kutta Method
10. Hopf Algebra And Rota-Baxter Algebra On The Angulary Decorated Rooted Forest
11. Some Numerical Methods For Solving Several Classes Of Stochastic Differential Equations
12. Burning Numbers Of Theta Graphs
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