6.001 Structure and Interpretation of Computer Programs. Copyright o 2004 by Massachusetts Institute of Technology 6.001 Notes: Section 4.1 Slide 4.1.1 Today ' s topics In this lecture, we are going to take a careful look at the kinds

呼吸运动是一种节律性的活动,其深度和频率随体内、外环境条件的改变而改变例如劳动或运动时 代谢增强,呼吸加深加快,肺通气量增大,摄取更多的O2,排出更多的CO2,以与代谢水平相适应。 呼吸为什么能有节律地进行?呼吸的浓度和频率又如何能随内

呼吸 呼吸:机体和外界环境之间的气体交换 生理意义:维持内环境中O2和CO2含量的相对稳定

从肺泡扩散入血液的Q2必须通过血液循环运送到各组织,从组织散入血液的CO2的也必须由血液循环运送到肺泡。下述O2和CO2在血液中运输 的机制

一、力矩 刚体绕Oz轴旋转,力F作用在刚体上点P,且在转动平面内,为由点O到力的作用点P的径矢

Shortest paths Single-source shortest paths nonnegative edge weights Dijkstra's algorithm: O(E+ vlg n General

Computational geometry Algorithms for solving geometric problems in 2D and higher Fundamental objects: o point line segment

Ch. 23 Cointegration 1 Introduction An important property of (1) variables is that there can be linear combinations of theses variables that are I(O). If this is so then these variables are said to be cointegrated. Suppose that we consider two variables Yt and Xt that are I(1) (For example, Yt= Yt-1+ St and Xt= Xi-1+nt.)Then, Yt and Xt are said to be cointegrated if there exists a B such

Solving recurrences The analysis of merge sort from Lecture I required us to solve a recurrence Recurrences are like solving integrals erential equations, etc o Learn a few tricks Lecture 3: Applications of recurrences

Ch. 22 Unit root in Vector Time series 1 Multivariate Wiener Processes and multivari- ate FCLT Section 2.1 of Chapter 21 described univariate standard Brownian motion W(r) as a scalar continuous-time process(W: rE0, 1-R). The variable W(r) has a N(O, r)distribution across realization, and for any given realization, w(r) is continuous function of the date r with independent increments. If a set of k such independent processes, denoted