代码搜索:precise

找到约 541 项符合「precise」的源代码

代码结果 541
www.eeworm.com/read/334325/12612621

c timer-lx.c

// Precise timer routines for LINUX (C) LGB & A'rpi/ASTRAL #include #ifdef __BEOS__ #define usleep(t) snooze(t) #endif #include #include #include #include
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txt readme.txt

1. folder "3DAlignment_v1.8" is the source code for calculating feature for 3D models. 2. folder "LightField_v1.8" is the source code for generating Precise-Recall diagram. 3. folder "Executable" is
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m fuz_mul.m

function f = fuz_mul(f1,f2) % f=fuz_mul(f1,f2) % % Multiplication of two fuzzy intervalls (numbers) in LR-representation. % (approximation - Dubois and Prade). % The formula is as more precise as "sh
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txt changes.txt

Release 2.2.1d: by John A. Magliacane (04-Nov-2002): * PREDICT's orbital model has been replaced by more precise SGP4/SDP4 algorithms for increased tracking and orbital pre
www.eeworm.com/read/136827/5847428

c fdct_mmx.c

/* * MMX optimized forward DCT * The gcc porting is Copyright (c) 2001 Fabrice Bellard. * * from fdctam32.c - AP922 MMX(3D-Now) forward-DCT * * Intel Application Note AP-922 - fast, precise i
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c fdct_mmx.c

/* * MMX optimized forward DCT * The gcc porting is Copyright (c) 2001 Fabrice Bellard. * * from fdctam32.c - AP922 MMX(3D-Now) forward-DCT * * Intel Application Note AP-922 - fast, precise i
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h latch.h

#ifndef LATCH_H #define LATCH_H //#define TICKS_PER_SEC (1000000UL) #define TICKS_PER_SEC (625000UL) /* Fixed timer interval used for calibrating a more precise timer */ //#define LATCHES_PER_SEC
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prefs com.genuitec.eclipse.hibernate.prefs

#Thu Dec 20 17:05:35 CST 2007 com.genuitec.eclipse.hibernate.JAVA_PACKAGE=com.v512.guestbook.model me.pref.version=4.1 eclipse.preferences.version=1 com.genuitec.eclipse.hibernate.GEN_PRECISE_FIND
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pde shock.pde

changewait;precise; /* border(1,0,4,30) begin x:=t; y:=0; end; border(2,0,1,11) begin x:=4; y:=t; end; border(3,0,4,30) begin x:=4-t; y:=1; end; border(4,0,1,11) begin x:=0; y:=1-t; end; border(0,0,4,
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m pim1df.m

% Precise Integration Method clear; A=zeros(2);%完型矩阵 C=A; D=[0.5,0;0,1]; B=[-6,2;2,-4]; f0=[0;0;0;10]; f1=zeros(size(f0));%完型矩阵 H=[A,D;B,C];%系数矩阵 I=eye(size(H));%单位矩阵,为雅可比矩阵泰勒展开之主项 iH=inv(H)