The most straightforward approximation is the standard Gaussian approximation, where the MAI is approximated by a Gaussian random variable. This approximation is simple, however it is not accurate in general. In situations where the number of users is not large, the Gaussian approximation is not appropriate. In-depth analysis of must be applied. The Holtzman?s improved Gaussian approximation provides a better approximation to the MAI term. The approximation conditions the interference term on the operation condition of each user.
标签： approximation straightforward the Gaussian
上传时间： 2017-06-03
上传用户：dyctj
C++ by Dissection presents a thorough introduction to the programming process by carefully developing working programs to illuminate key features of the C++ programming language. Program code is explained in an easy-to-follow, careful manner throughout. The code has been tested on several platforms and is found on the bundled CDrom accompanying this text. The code in C++ By Dissection can be used with most C++ systems, including those found in operating systems such as MacOS, MS-DOS, OS/2, UNIX, and Windows.
标签： introduction programming Dissection carefully
上传时间： 2014-01-27
上传用户：thesk123
Software-defined radios (SDRs) have been around for more than a decade. The first complete Global Positioning System (GPS) implementation was described by Dennis Akos in 1997. Since then several research groups have presented their contributions.We therefore find it timely to publish an up-to-date text on the subject and at the same time include Galileo, the forthcoming European satellitebased navigation system. Both GPS and Galileo belong to the category of Global Navigation Satellite Systems (GNSS).
标签： Software-defined complete Global radios
上传时间： 2017-06-08
上传用户：wkchong
Overview of component creation This chapter provides an overview of component design and the process of writing components for Delphi applications. The material here assumes that you are familiar with Delphi and its standard components. • Class library • Components and classes • Creating components • What goes into a component? • Creating a new component • Testing uninstalled components • Testing installed components • Installing a component on the Component palette
标签： component Overview creation provides
上传时间： 2017-06-10
上传用户：thuyenvinh
The code performs a number (ITERS) of iterations of the Bailey s 6-step FFT algorithm (following the ideas in the CMU Task parallel suite). 1.- Generates an input signal vector (dgen) with size n=n1xn2 stored in row major order In this code the size of the input signal is NN=NxN (n=NN, n1=n2=N) 2.- Transpose (tpose) A to have it stored in column major order 3.- Perform independent FFTs on the rows (cffts) 4.- Scale each element of the resulting array by a factor of w[n]**(p*q) 5.- Transpose (tpose) to prepair it for the next step 6.- Perform independent FFTs on the rows (cffts) 7.- Transpose the resulting matrix The code requires nested Parallelism.
标签： iterations performs Bailey number
上传时间： 2014-01-05
上传用户：libenshu01
This code outputs various NMEA strings to a com port. The code was originally used to test naviation programmes. First select the required com port and the required NMEA message string. There is a default starting position but this can be changed to suit just by typing in a new position. Click on the Start button the current position displayed will change according to the speed and heading selected and the selected NMEA string will be output to the com port and will reflect the current position as displayed. There is a text box which is normally not visible. If you change this to visible the relevant NMEA string can be displayed.
标签： code originally outputs naviati
上传时间： 2013-11-30
上传用户：熊少锋
StarShip Battle 2004 game The Developing Mobile Phone Applications With J2ME Technology course provides students with hands-on experience with developing mobile applications on the Java 2 Platform, Micro Edition (J2ME platform) using Connected, Limited Device Configuration (CLDC) and the Mobile Interface Device Profile (MIDP). The course provides information about MIDP 1.0 and MIDP 2.0 specifications, concepts, and capabilities.
标签： Applications Developing Technology StarShip
上传时间： 2014-01-21
上传用户：yyyyyyyyyy
Objectives The purpose of this notebook is to give you a brief introduction to the DiscreteWavelets Toolbox and show you how to use it to load images. Some basic image manipulation is illustrated as well. You will also learn how to use measures and tools such as cumulative energy, entropy, PSNR, and Huffman coding. Help on the DiscreteWavelets Toolbox Help for the toolbox is available by clicking on Help and then Product Help (or press F1) and then clicking on the DiscreteWavelets Toolbox. Several demos and examples are available as well by clicking on the Demos tab on the Help menu. Image Basics The DiscreteWavelets Toolbox comes with 18 grayscale images and 9 color images for you to use. There are three functions available to tell you more about these images. The first function is called |ImageList|. This function can tell you the names and sizes of the digital images in the Toolbox.
标签： introduction DiscreteWav Objectives notebook
上传时间： 2017-06-30
上传用户：康郎
The all mighty mouse: you can have more memory, you can have blue-ray discs but you are still using the mouse (and the keyboard) to control your computer. The mouse pointer lets you select objects on the screen and operate on them. What and how you operate with the mouse is pretty simple: there s an arrow on the screen that moves when you move the mouse - screen edges are the border - the area where you mouse lives. When you click it, it does something.
上传时间： 2017-07-04
上传用户：秦莞尔w
Aardvark Example Source Code Version: 4.00 Date: 2007-04-20 Source code which shows how to use the Aardvark I2C/SPI Host Adapter software libraries. Examples are available in C, C#, Python, Visual Basic 6, Visual Basic .NET, and Aardvark XML batch script code and make use of the targets on the I2C/SPI Activity Board. Explanatory notes and build instructions are included in the README.txt file.
标签： Source Aardvark Example Version
上传时间： 2017-07-06
上传用户：lz4v4
