资源列表
Space-Resection--kjhfjh-
- C++写的摄影测量单片空间后方交会程序，通过对提供的试验数据进行计算，输出像片的外方位元素并评定精度。注意不要用VC编译，使用DEVCPP或者code：：blocks编译。头文件是矩阵运算函数，参考网络上的。 算法和源码仅供参考-The C++ write monolithic space resection procedures calculated to provide test data, the output of the exterior orientation elements
Numerical-analysis
- 西南交通大学研究生数值分析（2012-2013上半学年）上机作业-Numerical analysis
Expressing-of-Hybrid-BFA-PSO-BFA-GA-Algorithms-an
- Expressing of Hybrid BFA-PSO,BFA-GA Algorithms and Dynamic-environment & Cooperative BFA. ------------------------------------------------ this file is with format of "SWF" and presented by "prof . Ji Zhen" . number of pages: 60 . including
ACM-problem
- ACM练习赛中的几道题目标程及详细的解题报告-ACM practice session a few questions target process and detailed problem-solving report
SMUSIC
- 单次快拍 MUSIC 算法，这种单次快拍 MUSIC 算法仅利用接收的一次快拍的 M（M 为阵元数）个数据，通过对这 M 个数据做统计处理，来估计阵列数据的协方差矩阵-Single snapshot MUSIC algorithm, this single snapshot the MUSIC algorithm only receiving a snapshot M (M array element number) data, statistical treatment of these M
BSMUSIC
- 波束域 MUSIC 算法跟经典MUSIC 算法相比，具有更小的分辨信噪比门限-Beamspace MUSIC algorithm compared to the classic MUSIC algorithm, with smaller resolution and signal to noise ratio limit
Lanczos
- 数值的精确对角化程序，用于对电子系统的基态计算-Exact diagonalization procedure
Bose-Hubbard6
- 利用mathematics语言编写的求解Bose-Hubbard 模型临界频率并作图的程序5-Mathematics language to solve the critical frequency of the Bose-Hubbard model and mapping program
Bose-Hubbard55
- 利用mathematics语言编写的求解Bose-Hubbard模型的程序和作图结果1-Program and plotted the results of the use of mathematics language for solving the Bose-Hubbard model
NEWOmMITstiff
- 利用mathematics语言编写的求解BEC涡旋临界频率解析公式并作图的程序组合-The combination of mathematics written in solving the BEC vortex the critical frequency analytic formulas and mapping program
derivation3
- 利用mathematics语言编写的求解BEC涡旋临界频率解析公式的程序3-Use of mathematics language program of analytical formulas for solving the BEC vortex the critical frequency
derivation2
- 利用mathematics语言编写的求解BEC涡旋临界频率解析公式的程序1-Use of mathematics language program of analytical formulas for solving the BEC vortex the critical frequency