代码搜索:minimum

找到约 5,594 项符合「minimum」的源代码

代码结果 5,594
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h nessie.h

#ifndef PORTABLE_C__ #define PORTABLE_C__ #include /* Definition of minimum-width integer types * * u8 -> unsigned integer type, at least 8 bits, equivalent to unsigned char * u16
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m mcf.m

input(' This program solves the minimum-cost flow problem.') n=input('Enter the number of the verties : ') W=input('Enter the cost matrix as W(s,s): ') %W(i,j)=inf if (i,j) isn't in graph C=inpu
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m zhuliu1.m

input(' This program solves the minimum-cost flow problem.') n=input('Enter the number of the verties : ') W=input('Enter the cost matrix as W(n,n): ') %W(i,j)=inf if (i,j) isn't in graph r=inpu
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m wavemin.m

function [w,tw]=wavemin(dt,fdom,tlength,m) % WAVEMIN: creates a minimum phase w for impulsive sources % % [w,tw]=wavemin(dt,fdom,tlength,m) % [w,tw]=wavemin(dt,fdom,tlength) % [w,tw]=wavemin(dt,f
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m minisi.m

%MINISI minimum-ISI TEQ design. % [W, D, Dv] = MINISI(Sx, Sn, Sh, H, N, Nb, Nw, Dmin, Dmax, M) % returns the time domain equalizer in W and the delay in D. % Dv is a vector containing the remaining IS
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m4 gmp-check.m4

# Check for GMP # Zhuliang Chen, 2004-07 # Modified by Pascal Giorgi, 2003-12-03 dnl IML_CHECK_GMP ([MINIMUM-VERSION [, ACTION-IF-FOUND [, ACTION-IF-NOT-FOUND]]]) dnl dnl Test for the GNU Multiprecis
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txt answer.txt

1.This machine's estimated clock rate is: 758065000 cycles per second 2.in cycles: 2431676 in seconds:56550 3.maximum:2531664 minimum:810248 4.total:99 5.timer interrupts:83 6.10
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m4 acinclude.m4

dnl @synopsis AC_PATH_GENERIC(LIBRARY [, MINIMUM-VERSION [, ACTION-IF-FOUND [, ACTION-IF-NOT-FOUND]]]) dnl dnl Runs a LIBRARY-config script and defines LIBRARY_CFLAGS and LIBRARY_LIBS dnl dnl The scri
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cpp sparse_table_algorithm.cpp

/*A better approach is to preprocess RMQ for sub arrays of length 2k using dynamic programming. We will keep an array M[0, N-1][0, logN] where M[i][j] is the index of the minimum value in the sub ar
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m eigen.m

%EIGEN Solves the eigenvalue problem in design of the unit-energy constrained % minimum mean-squared error time domain equalizer. % [B, W, D, MSE, R, Dv] = EIGEN(RXX, RYY, RXY, Dmin, Dmax, Nb, Nw, L