代码搜索：Optimization

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

clc echo on % Short demo of Gloptipoly 3 % % Consider the classical problem of minimizing globally the % two-dimensional six-hump camel back function % % min g0(x) = 4x1^2+x1x2-4x2^2-2.1x1^4+4x2^4+x1
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java parametersetter.java

/* * YALE - Yet Another Learning Environment * Copyright (C) 2001-2004 * Simon Fischer, Ralf Klinkenberg, Ingo Mierswa, * Katharina Morik, Oliver Ritthoff * Artificial
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c delay.c

/* * Delay functions * See delay.h for details * * Make sure this code is compiled with full optimization!!! */ #include "delay.h" void DelayMs(unsigned char cnt) { unsigned char i
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pcf win.pcf

# Enable FPO (Frame Pointer Omission) optimization for 5-15% improved # performance. paramList = string.split(platform.cc.args['release']) # see if it is in the list if '/Oy-' in paramList:
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pcf win.pcf

# Enable FPO (Frame Pointer Omission) optimization for 5-15% improved # performance. paramList = string.split(platform.cc.args['release']) # see if it is in the list if '/Oy-' in paramList:
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pcf win.pcf

# Enable FPO (Frame Pointer Omission) optimization for 5-15% improved # performance. paramList = string.split(platform.cc.args['release']) # see if it is in the list if '/Oy-' in paramList:
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readme

# Copyright (c) 1994 David I. Bell # Permission is granted to use, distribute, or modify this source, # provided that this copyright notice remains intact. # # Arbitrary precision calculator. I am al
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c xtextext.c

/* * $XConsortium: XTextExt.c,v 11.26 91/01/06 11:48:29 rws Exp $ * * Copyright 1989 Massachusetts Institute of Technology */ /* Permission to use, copy, modify, distribute, and sell this softwar
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m fig4_9.m

% Unconstrained Optimization% % Dr. P.Venkataraman % % section 4.4.1, Figure 4.9 % additional graphics through plotedit % x1=0:.05:4; x2=0:0.05:4; [X1 X2]=meshgrid(x1,x2); % X,Y are matri
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m fig9_3.m

% Applied Optimization with MATLAB % P.Venkataraman % Publishe by John Wiley and Sons % % Chapter 9 Global Optimization % Example of Unconstrained Function % % Minimize f(x,y) = -20*sin(R)/sq
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