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找到约 82 项符合 mu-Law 的查询结果

Java编程 /*_############################################################################ _## _## SNMP4J -

/*_############################################################################ _## _## SNMP4J - Snmp.java _## _## Copyright 2003-2007 Frank Fock and Jochen Katz (SNMP4J.org) _## _## Licensed under the Apache License, Version 2.0 (the "License") _## you may not use this file except in compli ...
https://www.eeworm.com/dl/633/225140.html
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Java编程 /*_############################################################################ _## _## SNMP4J

/*_############################################################################ _## _## SNMP4J - UserTarget.java _## _## Copyright 2003-2007 Frank Fock and Jochen Katz (SNMP4J.org) _## _## Licensed under the Apache License, Version 2.0 (the "License") _## you may not use this file except ...
https://www.eeworm.com/dl/633/225142.html
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数学计算 vanderpol 方程 的simulink模型仿真

vanderpol 方程 的simulink模型仿真,参数mu,x10,x20设置不同参数。
https://www.eeworm.com/dl/641/237628.html
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matlab例程 The equation is written as a system of two first order ODEs. These are evaluated for different value

The equation is written as a system of two first order ODEs. These are evaluated for different values of the parameter Mu. For faster integration, we choose an appropriate solver based on the value of the parameter Mu.
https://www.eeworm.com/dl/665/246457.html
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其他书籍 CCISP考试指南与导读 CISSP STUDY NOTES FROM CISSP PREP GUIDE 1 DOMAIN 1 – SECURITY MANAGEMENT PRACTICES 2

CCISP考试指南与导读 CISSP STUDY NOTES FROM CISSP PREP GUIDE 1 DOMAIN 1 – SECURITY MANAGEMENT PRACTICES 2 DOMAIN 2 – ACCESS CONTROL SYSTEMS 7 DOMAIN 3 – TELECOM AND NETWORK SECURITY 13 DOMAIN 4 – CRYPTOGRAPHY 34 DOMAIN 5 – SECURITY ARCHITECTURE AND MODELS 46 DOMAIN 6 – OPERATIONS SECURITY 56 DO ...
https://www.eeworm.com/dl/542/246854.html
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其他 Status CreateSMatrix(RLSMatrix &M) { // 创建稀疏矩阵M int i Triple T Status k printf("请输入矩阵的行

Status CreateSMatrix(RLSMatrix &M) { // 创建稀疏矩阵M int i Triple T Status k printf("请输入矩阵的行数,列数,非零元素数:") scanf("%d,%d,%d",&M.mu,&M.nu,&M.tu) M.data[0].i=0 // 为以下比较做准备 for(i=1 i<=M.tu i++) { do {
https://www.eeworm.com/dl/534/266768.html
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通讯/手机编程 Squaring circuits are an important building block for impulse-radio UWB non-coherent receivers. This

Squaring circuits are an important building block for impulse-radio UWB non-coherent receivers. This work proposes a squarer, based on the quadratic law of saturated transistors. Such a circuit has already been proposed for lower frequency applications, therefore this work focuses on the extension t ...
https://www.eeworm.com/dl/527/283590.html
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其他书籍 Noncoherent receivers are attractive for pulsed UWB systems due to the implementation simplicity. To

Noncoherent receivers are attractive for pulsed UWB systems due to the implementation simplicity. To alleviate the noise effect in detecting UWB PPM signals, this letter proposes a simple yet flexible weighted noncoherent receiver structure, which adopts a square-law integrator multiplied with a win ...
https://www.eeworm.com/dl/542/283591.html
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Java编程 java Labyrinth game;Provides two kinds to produce map s way stochastically: The stochastic distribut

java Labyrinth game;Provides two kinds to produce map s way stochastically: The stochastic distribution point method and the chart depth first traversal the law two kinds.It can searches the shortest way to demonstrate automatically
https://www.eeworm.com/dl/633/307714.html
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Java编程 Open source software projects : java, capi (linux and windows), twain (windows), sane (linux), isdn

Open source software projects : java, capi (linux and windows), twain (windows), sane (linux), isdn answer phone, A-Law u-Law PCM conversion, isdn fax, sff (simple fax format).
https://www.eeworm.com/dl/633/310330.html
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