| 1. | Fractal analysis of rooting characteristics of poplar cuttings
刺槐群体等位酶分析 |
| 2. | Multiple fractal analysis of stock market risks
股票市场风险的多重分形分析 |
| 3. | The fractal analysis of static cone sounding curve
静力触探曲线的分形分析 |
| 4. | Fractal analysis on shearing strength of rough rock joints
岩石粗糙节理剪切强度的分形分析 |
| 5. | Fractal analysis of china stock markets
中国证券市场的分形分析 |
| 6. | Fractal analysis on morphology distribution of the pinus tabulaeformis carr . root system
油松根系形态分布的分形分析研究 |
| 7. | Third , the fractal analysis of practice vehicle s vibration signal is researched considing commonly state and complex state
对车辆的一般振动信号和复杂振动信号进行了分形分析。 |
| 8. | For this reason , fractal analysis was used to study the wear resistance , bearing capability and lubricant retention property of machined surfaces in this paper
在此背景下，本文利用分形数学的研究方法针对表面耐磨性能、承载性能和储油性能进行了探索性研究。 |
| 9. | After introducing fractal theory and its foundation , the feasibility and advantages of fractal analysis for surface characterization were presented . the calculation and physical properties of fractal dimension d and amplitude coefficient c were also presented
本文首先介绍了分形理论及其数学基础，指出了用分形方法来描述机加工表面的可行性和优越性，并重点阐述了分形维数和尺度系数的计算方法及其各自的物理意义。 |
| 10. | Futhermore , fractal analysis has achieved some important development . several fractal functions , such as the weierstrass functions , the besicovitch functions , the rademacher functions , the takagi functions , etc , and their graph dimensions and fractal properties are investigated extensively due to the special fractal structures
几个分形函数， weierstrass函数， besicovitch函数， rademacher函数， takagi函数等，由于它们所特有的分形性质，在分形研究中占有重要地位，因此，它们的分形维数、图象模拟的研究，也成为当前的重要课题。 |
