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[
3G develop
]
3GPP
DL : 0
主要说明了3G网络W/TD制式协议内容,具有导读的作用,方便找到相关内容-Mainly to explain the 3G network W/TD standard agreement, with the role of a navigable, easy to find relevant content
Date
: 2025-12-29
Size
: 392kb
User
:
fw
[
3G develop
]
w-CDMa-3G-network
DL : 0
The goal of this paper is to comprehensively review the handover policies in wideband code division multiple access (WCDMA) system. Mobile cellular communication becomes more and more important in today’s communication. In a cellular network, the radio and fixed links required are not permanently allocated for the duration of a call. Handover is the functionality to make an on-going call to a different channel or cell. It maintains a call in progress across cell boundaries in mobile communication. In order to provide a multitude of services, especially multimedia and high-bit-rate packet data. ETSI (European Telecommunications Standards Institute) adopted Wideband code division multiple access as the mainstream air interface solution for the third-generation networks.
Date
: 2025-12-29
Size
: 13kb
User
:
barkata
[
3G develop
]
buffer-only
DL : 0
We use simulation results to show the performance of the water filling algorithm. Simplify this question into a OFDM based communication network with one transmitter and one receiver. It is assumed that the total power of Pmax = 1 w and the total bandwidth is B = 5 MHz, which is divided into N=64 subchannels.
Date
: 2025-12-29
Size
: 2kb
User
:
sunqi
[
3G develop
]
PdfEstimation
DL : 0
已知观测数据为A+W(n),其中A为直流信号,W为复高斯噪声,服从CN(0, ),在统计N次下,计算X的统计平均值 ,求T(x)= 的pdf:p(T(x)|H0)、p(T(x)|H1)。 H0: W H1: A+W -Known observation data A+W (n), where A is the DC signal, W is the complex Gaussian noise, subject CN (0,), N times in the statistics, the calculation of the statistical mean of X, find T (x) = a pdf : p (T (x) | H0), p (T (x) | H1). H0: W H1: A+W
Date
: 2025-12-29
Size
: 457kb
User
:
guoguo
[
3G develop
]
GenerateUG
DL : 0
根据点之间的Manhattan Length把方格图转换成无向带权图UG,并获得各边的权值矩阵W-According to the point of the Length Manhattan between the square map into a non- weighted graph UG, and access to the edge of the weight matrix W
Date
: 2025-12-29
Size
: 1kb
User
:
李营营
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