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1. Taxonomic Studies On 20 Dictyosporic Hyphomycete Genera From China And Molecular Systematics Of Represented Species Of 5 Allied Genera
2. Study On Physical Watershed Hydrological Model Based On Triangulated Irregular Network
3. A Result On The Problem Of Integers Represented By Sums Of L Squares
4. The Densities Of Primes Represented By Some Quadrat
5. The Prediction Of Mycobacterial Protein Subcellular Location
6. The Generalized Tensor Dihedral Group Represented Integral Solution
7. Polygon Entity Matching For Multi-represented Vector Data Based On PSO Neural Network With Application Of Data Updating
8. The Function Properties Of Several Kinds Of Random Series Represented
9. Function Spaces Represented By Entire Dirichlet Series And The Growth Of Generalized Laplace-Stieltjes Transforms
10. Research On The Homological Dimensions Of Recollements Of Abelian Categories
11. A Calculation Method Of Scenic Heat And Tourists Spatial-temporal Transfer Mode Represented By Location Photos
12. Solution of a Second Order Elliptic Partial Differential Equation with Varying Complex Coefficients: An Application for Computing Effective Complex Electrical Properties of Materials represented by 3D Image
13. Optimization of Fixed-Point Circuits Represented by Taylor Series and Real-Valued Polynomials Including Analysis of Precision and Range
14. A blueschist facies to greenschist facies transition model represented by the reaction: Glaucophane + paragonite + 2 quartz = 2 vermiculite + 2 albite in the system Na2O-MgO-Al2O3-SiO 2-H2O
15. Adaptive control of systems represented by partial differential equations and its application to networks of multiagents
16. Physical volcanology, stratigraphy, and lithogeochemistry of an Archean volcanic arc: Evolution from plume-related volcanism to arc rifting within the SE Abitibi Greenstone Belt, Val d'Or, Quebec, Canada
17. Grid Design and Scale up of Geological Heterogeneity
18. Systematics of platynotan lizards
19. Homology and cohomology classes represented by real algebraic sets
20. Lie theory for some quotients of the affine group represented by the Hopf Shuffle algebra
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