Sampling Given a continuous time waveform, can we represent it using discrete samples? How often should we sample? Can we reproduce the original waveform?

Information content of a random variable Random variable x Outcome of a random experiment Discrete R V takes on values from a finite set of possible outcomes PMF: P(X=y)=Py) How much information is contained in the event X=y? Will the sun rise today Revealing the outcome of this experiment provides no information Will the Celtics win the NBa championship? Since this is unlikely, revealing yes provides more information than revealing Events that are less likely contain more information than likely events

Introduction Ideally, the system parameters along with the signal variables have infinite precision taking any value between -oo and · In practice, they can take only discrete values within a specified range since the registers of the digital machine where they are stored are of finite length

6.1 Introduction The convolution sum description of an LTI discrete-time system can, in principle, be used to implement the system For an IR finite-dimensional system this approach is not practical as here the impulse response is of infinite length · However, direct implementation of the IIR finite-dimensional system is practica

QAMa Quadrature Amplitude Modulation,正交御度调间 DATe Discrete multi Tone,高 捷入网的两个武准G.902、Y.1231 多背 CAPI Carrierless Amplitude-Phase 无新相调制 G902定义献入同围由三个接口定界:用产网始接日 UNI User Network Interface(连新代的 DSLI ADSI2、ADSL2+、vDsL 接用户与接入网之问的接口,类型:单一UM和共享UN)业务节点接口 SNI Service xDSL 2.DL EEE HDSL、sDsL、Isl

电子科技大学《数字信号处理》英文PPT课件：Chapter 4 Frequency-domain Representation of LTI Discrete-Time Systems

信号与系统（英文版）_5 The discrete-time Fourier transform

电子科技大学《数字信号处理》英文PPT课件： Chapter 3 Transform-Domain Representation of Discrete-Time Signals

电子科技大学《数字信号处理》英文PPT课件：Chapter 2 Discrete-Time Signals and Systems