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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c arymimai.c

/* $Revision: 1.19 $ */ /* * ARYMIMAI array minimum/maximum index computation. * * Syntax: [sys, x0] = arymimai(t,x,u,flag,Func) * where Func is the string w
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c arymimai.c

/* $Revision: 1.19 $ */ /* * ARYMIMAI array minimum/maximum index computation. * * Syntax: [sys, x0] = arymimai(t,x,u,flag,Func) * where Func is the string w
www.eeworm.com/read/316580/3610198

c arymimai.c

/* $Revision: 1.19 $ */ /* * ARYMIMAI array minimum/maximum index computation. * * Syntax: [sys, x0] = arymimai(t,x,u,flag,Func) * where Func is the string w
www.eeworm.com/read/309003/3708517

m mefig601.m

% mefig601 -- Entropy Profiles for Object "Bumps" % % Here we display the object "Bumps" and the L^1 differential % entropy profile of the object. % % The global minimum corresponds to a major bu
www.eeworm.com/read/308750/3712412

c mini.c

int minimumValue( int [], int); // Requires: array_size equals the number of elements in the array, array_size > 0 // Returns: The minimum value contained in the integer array int mini
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c testapp0.c

// Description: Driver program that makes use of two library functions to // calculate the maximum and minimum values within an array #include int main() { int test_data[] =
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js validateminlength.js

/*$RCSfile: validateMinLength.js,v $ $Revision: 1.11 $ $Date: 2004/03/28 16:53:21 $ */ /** * A field is considered valid if greater than the specified minimum. * Fields are not ch
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main maxints.cwp.main

MAXINTS - Compute maximum and minimum sizes for integer types (quick and dirty) Usage: maxints Note: These results will be in limits.h on most systems Credits: CWP: Jack K. Cohen This
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main sudmovz.su.main

SUDMOVZ - DMO for V(Z) media for common-offset gathers sudmovz stdout cdpmin= cdpmax= dxcdp= noffmix= [...] Required Parameters: cdpmin minimum cdp (integer number) fo
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cpp fig10_46.cpp

/** * Compute optimal ordering of matrix multiplication. * c contains the number of columns for each of the n matrices. * c[ 0 ] is the number of rows in matrix 1. * The minimum number of mult