资源列表
MapleTutorial
- Maple目前应用非常广泛符号计算软件之一它拥有非常强大符号计算和数值计算功本书详细地介绍了Maple基本功包括数值计算解方程微积分计算向量及矩阵计算解常微分方程和偏微分方程等本书深入讲解了Maple编程基本原理 -Maple is widely used at present one of the symbolic computation software, It has a very powerful symbolic computation and numerical calculat
BL_equation
- DG method for One dimension Buckley–Leverett problem equation -DG method for One dimension Buckley–Leverett problem equation
interpolat
- 科学与工程计算中常用的插值算法：Aitken、Akima、Hermite、Lagrange、样条插值等。-Science and engineering computing interpolation algorithm commonly used: Aitken, Akima, Hermite, Lagrange, spline interpolation.
ddr3_mcib_rmbs
- DDR3走先得详细规则及注意事项，考虑的等长走线，数据线与地址线、控制线长度关系-DDR3 take detailed rules and precautions come to consider the alignment of equal length, the data line and address lines, control lines the length of the relationship between
jmdwq1
- 吉米多维奇 数学分析习题集题解
K2
- 贝叶斯网络学习算法——k2算法，包括对贝叶斯网络结构的学习，最后生成网络-Bayesian network learning algorithm- k2 algorithms, including Bayesian network structure learning, the last generation network
fft
- 时域信号转换为频域信号的几个例子，本人都用过的，绝对能运行-Time-domain signal is converted to frequency domain signal a few examples, I have been used, absolutely can run
Toolbox
- 随机微分方程的求解现在是一个挑战性课题，这里给出一个外国人编写的关于随机微分方程的求解的工具箱，希望能帮助各位同行，同时有问题一起讨论。-Solution of stochastic differential equation is a challenging task, where a foreigner is given on the preparation of the solution of stochastic differential equation toolbox, hope t
preprint
- 详细表述了分数阶傅立叶变换的离散实现，将现有的算法进行比较。-In this note we make a critical comparison of some matlab programs for the digital computation of the fractional Fourier transform that are freely available and we describe our own implementation that lters the bes
Monte_Carlo_method_Courseware
- Monte Carlo方法课件，清华大学用的。 这是一份很好的Monte Carlo方法教程，详细的介绍了蒙特卡洛算法的知识和应用。-Monte Carlo method courseware, Tsinghua University. This is a very good tutorial Monte Carlo method.
DECISION
- 贝叶斯决策方法，包括子函数和调用的主程序-Bayesian decision-making method
3
- 下三角复矩阵求逆的ASIC设计及实现 论文 pdf-Lower triangular complex matrix inverse of the ASIC Design and Implementation of