代码搜索:factor
找到约 6,651 项符合「factor」的源代码
代码结果 6,651
www.eeworm.com/read/386582/8737324
cpp blending.cpp
/* libs/pixelflinger/codeflinger/blending.cpp
**
** Copyright 2006, The Android Open Source Project
**
** Licensed under the Apache License, Version 2.0 (the "License");
** you may not use this file
www.eeworm.com/read/428563/8859703
java tempconverter.java
//********************************************************************
// TempConverter.java Author: Lewis/Loftus
//
// Demonstrates the use of primitive data types and arithmetic
// expr
www.eeworm.com/read/285058/8872584
h ir.h
/* Copyright 1996, ESS Technology, Inc. */
/* SCCSID @(#)ir.h 4.2 02/17/03 */
/*
* This is modified from version 1.17 of ir.h
*/
#ifndef _IR_H_
#define _IR_H_
#ifdef IR
/* State for receiving IR
www.eeworm.com/read/428128/8893621
inp p1ds.inp
out1 OUTPUT FILE
1. 1. 0.02 DEN VEL DIF
0. 1. FI0 FIN
1 SCHEME (1 - CDS, 2 - UDS)
0. 1. 1.0 11 XMIN XMAX EX N
www.eeworm.com/read/427960/8908183
mak miracl.mak
# UNIX Makefile for MIRACL Software Multi-Precision Math Lib.
#
# Contributed by John Kennedy
# Updated by M.Scott 15/7/97
#
# Notes: This is a "bare-bones" makefile for compi
www.eeworm.com/read/427960/8909109
c brent_mt.c
/*
* Program to factor big numbers using Brent-Pollard method.
* See "An Improved Monte Carlo Factorization Algorithm"
* by Richard Brent in BIT Vol. 20 1980 pp 176-184
*
* Copyright
www.eeworm.com/read/383744/8921896
asv sym3.asv
%符号函数分解因式
clear,echo on
pause,y1=sym('s^2+6*s+8')%表达式
pause,y2=factor(y1)
pause,g=sym('[(s+1)/(s^2+5*s+6),2/(s^2+2*s-3)]')%矩阵
pause,yg=factor(g)
%符号函数展开
pause,y2=sym('(s+5)*(s+6)')
pause,y12
www.eeworm.com/read/383744/8922164
m sym3.m
%符号函数分解因式
clear,echo on
pause,y1=sym('s^2+6*s+8')%表达式
pause,y2=factor(y1)
pause,g=sym('[(s+1)/(s^2+5*s+6),2/(s^2+2*s-3)]')%矩阵
pause,yg=factor(g)
%符号函数展开
pause,y2=sym('(s+5)*(s+6)')
pause,y12
www.eeworm.com/read/185240/9048330
asm sel_q.asm
;============================================================================
;
; File Name : sel_q.asm
;
; Originator : Advanced Embeeded Control
; Texas Instruments
;
www.eeworm.com/read/282683/9074286
m run_llc.m
function mappedX = run_llc(X, no_dims, k, no_analyzers, max_iterations, eig_impl)
%RUN_LLC Performs the LLC algorithm for dimensionality reduction
%
% mappedX = run_llc(X, no_dims, k, no_analyzers,