| 1. | Geometric properties of ar nonlinear regression models
误差非线性回归模型的几何性质 |
| 2. | Geometric properties of ribs and fans of a bezier curve
Bezier曲线肋形和扇形的几何特性 |
| 3. | The generalization and its geometric properties of mobius transformation
变换的推广及其几何性质 |
| 4. | A new method for evaluation of geometric properties of plane geometry
平面图形几何性质计算的一种方法 |
| 5. | Study on the geometric properties of neutral and charged states of oligothiophenes
齐分子噻吩的中性态和掺杂态的几何结构特性 |
| 6. | For the research of pointwise geometric property , in this thesis , we creatively introduced pointwise geometric constant
为研究点态几何性质，本文首创引入点态几何常数。 |
| 7. | ( 3 ) computation method of geometric properties of closed surface applied to performance calculation of ship hull surface based on nurbs is presented
( 3 )建立了基于nurbs的船体在任意浮态下的三维几何特性计算新方法。 |
| 8. | The study about geometric properties of finite sets of points in the plane is one of the most famous and fundamental topics in combinatorial geometry
平面点集几何性质的研究是组合几何中的一个重要内容。本文讨论其中最为著名的erd ( ? ) s问题。 |
| 9. | For convenient to studying the geometric properties , we introduce a new definition , namely uniformly locally convex point in measure ( - urp , for short )
本文主要围绕一致凸这一重要的的几何性质展开讨论。本文引进依测度一致凸点( - urp ) )的概念。 |
| 10. | From investigating geometric property of space to compute geometric constant is a further progress from " qualitative " to " quantitative "
空间几何常数是空间几何性质的量化，从几何性质的研究到几何常数的计算是从定性到定量的推进。 1991年， j gao和k |
