代码搜索:average

找到约 5,196 项符合「average」的源代码

代码结果 5,196
www.eeworm.com/read/315460/13542119

c ave2f.c

/* * File: ave2f.c * ------------- * This program reads in two floating-point numbers and * computes their average. */ #include #include "genlib.h" #include "simpio.h" main() { do
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m klms.m

%KLMS Karhunen Loeve Mapping, followed by scaling % % [W,FRAC] = KLMS(A,N) % [W,N] = KLMS(A,FRAC) % % INPUT % A Dataset % N or FRAC Number of dimensions (>= 1) or fraction o
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ex-ham7a-out

make-pchk ex-ham7a.pchk 3 7 0:0 0:3 0:4 0:5 1:1 1:3 1:4 1:6 2:2 2:4 2:5 2:6 make-gen ex-ham7a.pchk ex-ham7a.gen dense Number of 1s per check in Inv(A) X B is 3.0 transmit 7x100000 ex-ham7a.rec 1 aw
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c averagevalue.c

// **************************************************************** // Description: Library function to determine the // average value of a integer array. Note this code stresses // simplicity o
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c averagevalue.c

// **************************************************************** // Description: Library function to determine the // average value of a integer array. Note this code stresses // simplicity o
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dat eee.dat

average error= 0.02372 average error= 0.02384 average error= 0.02384 average error= 0.02381 average error= 0.02377 average error= 0.02375 average error=
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c yuv2rgb.c

/* ***** BEGIN LICENSE BLOCK ***** * Version: RCSL 1.0/RPSL 1.0 * * Portions Copyright (c) 1995-2002 RealNetworks, Inc. All Rights Reserved. * * The contents of this file, and the
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m klms.m

%KLMS Karhunen Loeve Mapping, followed by scaling % % [W,FRAC] = KLMS(A,N) % [W,N] = KLMS(A,FRAC) % % INPUT % A Dataset % N or FRAC Number of dimensions (>= 1) or fraction o
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dat archive.dat

1 16 148 199 294 181 120 267 345 83 134 35 105 383 356 388 124 42 86 307 133 289 376 3 12 395 361 360 67 196 257 72 346 75 60 40 389 90 56 305 -1 weak = 0.71 number = 1 overlap = 0.225 209 44 33 159
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m program_3_6.m

% Program 3_6 % Illustration of Overlap-Add Method % % Generate the noise sequence R = 64; d = rand(R,1)-0.5; % Generate the uncorrupted sequence and add noise for m = 1:1:R; s(m) = 2*(m-1)*(