代码搜索：Implement

找到约 10,000 项符合「Implement」的源代码

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热门代码： main.c GPIO I2C SPI UART timer interrupt ADC PWM LED
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c mrbrick.c

/* * Module to implement Brickell et al's method for fast * computation of g^x mod n, for fixed g and n, using precomputation. * This idea can be used to substantially speed up certain ph
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cpp ebrick.cpp

/* * Test program to implement Brickell et al's method for fast * computation of g^x mod n, for fixed g and n, using precomputation. * This idea can be used to substantially speed up cert
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cpp brick.cpp

/* * Test program to implement Brickell et al's method for fast * computation of g^x mod n, for fixed g and n, using precomputation. * This idea can be used to substantially speed up cert
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c brick.c

/* * Test program to implement Brickell et al's method for fast * computation of g^x mod n, for fixed g and n, using precomputation. * This idea can be used to substantially speed up cert
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www.eeworm.com/read/100612/15869020

c ebrick2.c

/* * Test program to implement Brickell et al's method for fast * computation of g^x mod n, for fixed g and n, using precomputation. * This idea can be used to substantially speed up cert
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c ebrick.c

/* * Test program to implement Brickell et al's method for fast * computation of g^x mod n, for fixed g and n, using precomputation. * This idea can be used to substantially speed up cert
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www.eeworm.com/read/290450/8482622

m awgn_channel.m

%高斯信道 function [rs]=AWGN_Channel(ss,snr) %The function is to implement an AWGN channel %ss is the input signal; %sn denotes the signal-noise ratio %separate the real and image parts of input s
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c disk_io.c

/* disk_io.c - implement abstract BIOS disk input and output */ /* * GRUB -- GRand Unified Bootloader * Copyright (C) 1999,2000,2001,2002 Free Software Foundation, Inc. * * This program is f
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cpp namedref.cpp

// Copyright (c) 2007, Arne Steinarson // Licensing for DynObj project - see DynObj-license.txt in this folder #define DO_IMPLEMENT_NAMEDREF #define DO_IMPLEMENTING #include "NamedRef.h" #include "
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asv goertzel_algo.asv

function Goertzel_array = goertzel_algo (sig_array,K,Num_of_samples); % % % Function to implement Goertzel's algorithm % % Author: Pranam Janney Date: 15/05/04 Time: 1
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