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 iptypes.h

#ifndef _IPTYPES_H #define _IPTYPES_H #if __GNUC__ >=3 #pragma GCC system_header #endif #include #ifdef __cplusplus extern "C" { #endif #define DEFAULT_MINIMUM_ENTITIES 32 #define MAX_A
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m fractree.m

function Fractree(ss,ms,sf,A); % 递归法生成分形树 % ss is Starting size % ms is Minimum Size % sf is Shrink Factor % A is Angle A=A/180*pi; L=ss; jd=pi/2; z=0; cla; hold on; [z,jd,L]=r
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m4 gnet.m4

# Configure paths for Gnet # A hacked up version of Owen Taylor's gtk.m4 (Copyright 1997) # Owen Taylor 97-11-3 dnl AM_PATH_GNET([MINIMUM-VERSION, [ACTION-IF-FOUND [, ACTION-IF-NOT-FOUND [, MODU
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m bnb20.m

function [errmsg,Z,X,t,c,fail] = BNB20(fun,x0,xstat,xl,xu,a,b,aeq,beq,nonlc,setts,opts,varargin); % BNB20 Finds the constrained minimum of a function of several possibly integer variables. % Usage:
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m4 gperf-check.m4

dnl dnl AC_PROG_GPERF (MINIMUM-VERSION) dnl dnl Check for availability of gperf. dnl Abort if not found or if current version is not up to par. dnl AC_DEFUN([AC_PROG_GPERF],[ AC_PATH_PROG(GPERF, gpe
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m4 gperf-check.m4

dnl dnl AC_PROG_GPERF (MINIMUM-VERSION) dnl dnl Check for availability of gperf. dnl Abort if not found or if current version is not up to par. dnl AC_DEFUN([AC_PROG_GPERF],[ AC_PATH_PROG(GPERF, gpe
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m cluster_dist.m

function dist=cluster_dist(cluster1,cluster2,num_cluster1,num_cluster2,in_mode,out_mode) % in_mode: mode for measuring the distance between bags: 1 for minimum Hausdorff; 2 for maximum Hausdorff;
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m tvd_minc.m

function [x,y,z]=tvd_minc(zmd,azmi,incl) % [x,y,z]=tvd_minc(zmd,azmi,incl) % % TVD_MINC uses the minimum curvature method to compute true 3-D coordinates % of a wellbore path given information from a
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m fmins.m

%FMINS Find minimum of f(x1,x2,...) % % x=fmins('f',x0,options) finds the value of vector x near x0 % for which f(x) is minimal. % options is optional, giving the optimization arguments. If optio
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m bnb20.m

function [errmsg,Z,X,t,c,fail] = BNB20(fun,x0,xstat,xl,xu,a,b,aeq,beq,nonlc,setts,opts,varargin); % BNB20 Finds the constrained minimum of a function of several possibly integer variables. % Usage: