％直接型到并聯型的轉換 ％ ％[C,B,A]=dir2par(b,a) ％C為當b的長度大于a時的多項式部分 ％B為包含各bk的K乘2維實系數矩陣 ％A為包含各ak的K乘3維實系數矩陣 ％b為直接型分子多項式系數 ％a為直接型分母多項式系數 ％
上傳時間： 2014-01-20
上傳用戶：lizhen9880
直接型到級聯型的形式轉換 ％ [b0,B,A]=dir2cas(b,a) ％b 為直接型的分子多項式系數 ％a 為直接型的分母多項式系數 ％b0為增益系數 ％B 為包含各bk的K乘3維實系數矩陣 ％A 為包含各ak的K乘3維實系數矩陣 ％
上傳時間： 2013-12-30
上傳用戶：agent
B樹及其B+樹的實現代碼，支持模版（數據類型，M值）
上傳時間： 2016-02-22
上傳用戶：jhksyghr
Description Calculate a+b Input Two integer a,b (0<=a,b<=101000) Output Output a + b Sample Input 5 7 Sample Output 12
標簽： Description Calculate integer 101000
上傳時間： 2014-01-25
上傳用戶：tonyshao
Prentice Hall 出版的整合linux和windows <b>英文原版<b> 另本人有大量電子書，O Reilly的最多 有需要的朋友在我的個人空間上給我留言
標簽： Prentice windows linux Hall
上傳時間： 2014-01-22
上傳用戶：JIUSHICHEN
歐幾里德算法：輾轉求余 原理: gcd(a,b)=gcd(b,a mod b) 當b為0時,兩數的最大公約數即為a getchar()會接受前一個scanf的回車符
上傳時間： 2014-01-10
上傳用戶：2467478207
//9488定時器B功能測試 9488定時器B功能測試B:DAMI調試通過: 9488 8位定時器B的使用 有關的I/O為三個:TBPWM(輸出)(P1.0) 模式有:間隔定時功能,PWM模式 有定時中斷:定時器B溢出中斷
上傳時間： 2017-06-01
上傳用戶：ryb
The aim of this book is to give an integrated presentation of the specifications for Long Term Evolution (LTE) and LTE Advanced radio interfaces, so that the reader can gain an overview of their main characteristics.
上傳時間： 2020-05-27
上傳用戶：shancjb
PrefaceDuring the past years, there has been a quickly rising interest in radio access technologies for providingmobile as well as nomadic and fixed services for voice, video, and data. The difference indesign, implementation, and use between telecom and datacom technologies is also becoming moreblurred. One example is cellular technologies from the telecom world being used for broadband dataand wireless LAN from the datacom world being used for voice-over IP.Today, the most widespread radio access technology for mobile communication is digital cellular,with the number of users passing 5 billion by 2010, which is more than half of the world’s population.It has emerged from early deployments of an expensive voice service for a few car-borne users,to today’s widespread use of mobile-communication devices that provide a range of mobile servicesand often include camera, MP3 player, and PDA functions. With this widespread use and increasinginterest in mobile communication, a continuing evolution ahead is foreseen.This book describes LTE, developed in 3GPP (Third Generation Partnership Project) and providingtrue 4G broadband mobile access, starting from the first version in release 8 and through the continuingevolution to release 10, the latest version of LTE. Release 10, also known as LTE-Advanced,is of particular interest as it is the major technology approved by the ITU as fulfilling the IMTAdvancedrequirements. The description in this book is based on LTE release 10 and thus provides acomplete description of the LTE-Advanced radio access from the bottom up.Chapter 1 gives the background to LTE and its evolution, looking also at the different standardsbodies and organizations involved in the process of defining 4G. It also gives a discussion of the reasonsand driving forces behind the evolution.Chapters 2–6 provide a deeper insight into some of the technologies that are part of LTE and itsevolution. Because of its generic nature, these chapters can be used as a background not only for LTEas described in this book, but also for readers who want to understand the technology behind othersystems, such as WCDMA/HSPA, WiMAX, and CDMA2000.Chapters 7–17 constitute the main part of the book. As a start, an introductory technical overviewof LTE is given, where the most important technology components are introduced based onthe generic technologies described in previous chapters. The following chapters provide a detaileddescription of the protocol structure, the downlink and uplink transmission schemes, and the associatedmechanisms for scheduling, retransmission and interference handling. Broadcast operation andrelaying are also described. This is followed by a discussion of the spectrum flexibility and the associated
上傳時間： 2022-07-08
上傳用戶：
1.有三根桿子A,B,C。A桿上有若干碟子 2.每次移動一塊碟子,小的只能疊在大的上面 3.把所有碟子從A桿全部移到C桿上 經過研究發現，漢諾塔的破解很簡單，就是按照移動規則向一個方向移動金片： 如3階漢諾塔的移動：A→C,A→B,C→B,A→C,B→A,B→C,A→C 此外，漢諾塔問題也是程序設計中的經典遞歸問題
上傳時間： 2016-07-25
上傳用戶：gxrui1991
