Rota-Baxter operator - Globe Thesis

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1.	Rota-Baxter Operators On Hamiltonian Algebras And Heisenberg Superalgebras
2.	Derivations Of Novikov Algebras And Rota-Baxter Operators On Hom-Novikov Algebras In Low Dimensions
3.	Some Studies On Involutive Hom-associative Algebras And Rota-Baxter Operators
4.	Rota-baxter3-lie Algebras
5.	Rota-baxter Operators, Averaging Operators And Their Related Constructions Of Operads
6.	Rota - Baxter Operators On A Class Of Lie Algebras
7.	Some Studies On Representations Of Rota-baxter Algebras And Quantum Affine Algebras
8.	Categorical Studies On Rota-Baxter Algebras,Differential Algebras And Dendriform Algebras
9.	Homogenous Rota-Baxter 3-Lie Algebras
10.	Eight Kinds Of 3-dimensional Jordan Algebras And Its Generalization
11.	Rota-baxter Operators On Three Kinds Of 3-dimensional Lie Algebra And Jordan D-bialgebras In Low Dimensions
12.	Hom-alternative Bialgebra And Rota-baxter Operators On Low Dimensional Lie Superalgebras
13.	Extensions Of Alternative Algebra And Hom-alternative Algebra
14.	The N-derivations Of Several Types Of Lie Algebras, And The Structure Of Post-Lie Algebras
15.	Deformations Of Relative Rota-Baxter Operators On 3-Lie Algebras And Applications
16.	Representation Of Compatible Jordan Algebra And BiHom-Jordan Algebra
17.	Rota-Baxter Operators Of Weight Zero And Phase Spaces Associated To Left-symmetric Algebras And Hom-pre-anti-flexible Algebras
18.	Rota-Baxter Operators Of Weight One And Phase Spaces Associated To Left-Symmetric Algebras And Hom-Anti-Flexible Algebras
19.	Rota-Baxter Operators On 3-dimensional Real Lie Algebras
20.	The Structure Of A Special Class Of 3-Lie Algebras
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