第一讲深入介绍如何用弧度度量角度、在度与弧度之间转换、把角放到标准位置,并在(单位)圆上使用弧长与扇形面积公式,含示例、常见陷阱与练习。
第一讲深入介绍如何用弧度度量角度、在度与弧度之间转换、把角放到标准位置,并在(单位)圆上使用弧长与扇形面积公式,含示例、常见陷阱与练习。
数列与它们的极限——定义、直觉、等差/等比模型与线性递推。我们定义数列、解释极限直觉、分析四个典型示例、推导等差与等比数列(含显式公式),并逐步求解线性递推 $x_{n+1}=r x_n + d$。
Notes on Matrix Decomposition and the Generalized Inverse
Summary of equivalence, similarity and congruence of matrices, core-nilpotent decompositions, Hartwig-Spindelböck factorization, and generalized inverses with applied contexts.
Notes on Three QR Decomposition Methods
Overview of Schmidt orthogonalization, elementary transformation, and Givens rotation approaches to QR decomposition.
Notes on the Trace of Skew-Symmetric Matrices
MathJax = { tex: { inlineMath: [['$', '$']] } }; This article is also available in 简体中文, 繁體中文. This article mainly studies some properties and inequalities of the traces of antisymmetric matrices. An antisymmetric…
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