这是 Mathematics for Computer Science, MIT 6.042J - Fall 2010 - Lecture 4 (Number Theory I) 的笔记 PDF 版（Teddy van Jerry 整理），文件中有网课的地址链接。

这是 Mathematics for Computer Science, MIT 6.042J - Fall 2010 - Lecture 3 (Strong Introductions) 的笔记 PDF 版（Teddy van Jerry 整理），文件中有网课的地址链接。

这是 Mathematics for Computer Science, MIT 6.042J - Fall 2010 - Lecture 1 (Introductions and Proofs) 的笔记 PDF 版（Teddy van Jerry 整理），文件中有网课的地址链接。

数学知识点滴积累 矩阵 数值优化 神经网络反向传播 图优化 概率论 随机过程 卡尔曼滤波 粒子滤波，matlab

适合初学者，都是对maple的基本操作。

Mathematics for Computer Graphics(5th) 英文无水印pdf 第5版 pdf所有页面使用FoxitReader和PDF-XChangeViewer测试都可以打开 本资源转载自网络，如有侵权，请联系上传者或csdn删除 本资源转载自网络，如有侵权，请联系上传者或csdn删除

该文档是华东师范大学 茆诗松老师编写的《概率论与数理统计》（包括教材和答案pdf+授课PPT），是数学类专业学生和希望提高数理基础的同学良好的教材和辅导书。希望大家多多支持（这是首发分享，如果知友对于基础数学等数学类教材有需求还可在下方留言！），安排！

Mathematics for Computer Graphics（计算机图形学中的数学，第5版）

The solution manual for linear algebra

This seventh edition of Advanced Engineering Mathematics differs from the sixth in four ways. First, based on reviews and user comments, new material has been added, including the following. • Orthogonal projections and least squares approximations of vectors and functions. This provides a unifying theme in recognizing partial sums of eigenfunction expansions as projections onto subspaces, as well as understanding lines of best fit to data points. • Orthogonalization and the production of orthogonal bases. • LU factorization of matrices. • Linear transformations and matrix representations. • Application of the Laplace transform to the solution of Bessel’s equation and to problems involving wave motion and diffusion. • Expanded treatment of properties and applications of Legendre polynomials and Bessel functions, including a solution of Kepler’s problem and a model of alternating current flow. • Heaviside’s formula for the computation of inverse Laplace transforms. • A complex integral formula for the inverse Laplace transform, including an application to heat diffusion in a slab. • Vector operations in orthogonal curvilinear coordinates. • Application of vector integral theorems to the development of Maxwell’s equations. • An application of the Laplace transform convolution to a replacement scheduling problem.