代码搜索:construct

找到约 6,584 项符合「construct」的源代码

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paper4

.EQ delim $$ .EN .ls 1 .ce PROGRAMMING BY EXAMPLE REVISITED .sp .ce by John G. Cleary .ce Man-Machine Systems Laboratory .ce University of Calgary. .sp .sh "Introduction" .pp Efforts to construct an a
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vhd t122.vhd

-- -- This file tests the support for the generic map construct. -- entity AND_GATE is generic (SIZE : integer); port( A, B : in bit_vector(SIZE-1 downto 0); Z : out bit_vector(SIZE-1
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m polynomial.m

function ker = polynomial(arg) % POLYNOMIAL % % Construct a polynomial kernel object, % % K(x1, x2) = (x1*x2' + 1).^d; % % Examples: % % % default constructor (quadratic kernel, d = 2
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m gflineq.m

function [x, vld] = gflineq(a, b, p) vld = 0; % construct an [A, B] matrix and assign initial value aa = [a b]; x = aa(:); if ((max(x) >=p) | (min(x) < 0) | ~isempty(find(floor(x) ~= x))) error('E
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h tscore.h

#ifndef __TSCORE_H #define __TSCORE_H #include #include _LIT(KTextBase,"..."); typedef TBuf TPlayerName; class TScore { // construct public: TScore();
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cpp token.cpp

#include "StdAfx.h" #include "Token.h" CToken::CToken(void) : m_TokenType(T_NONE), m_Lexeme("") { } CToken::~CToken(void) { this->m_Lexeme.clear(); } // Construct the token to po
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txt paper4.txt

.EQ delim $$ .EN .ls 1 .ce PROGRAMMING BY EXAMPLE REVISITED .sp .ce by John G. Cleary .ce Man-Machine Systems Laboratory .ce University of Calgary. .sp .sh "Introduction" .pp Efforts to construct an a
www.eeworm.com/read/157453/11704045

h vector.h

#ifndef Vector_ #define Vector_ #include #include "xcept.h" template class Vector { public: Vector(int size = 0); Vector(const Vector& v); //copy construct
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asv squarepixel_toeplitz_1d.asv

%SquarePixel_Toeplitz_1D.m %Purpose: Construct the Toeplitz matrix of 1D ebxn with Square pixels %Ref:Linfang Shen, Sailing He, and Sanshui Xiao, Large absolute band gaps %in one-dimensional photon
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m squarepixel_toeplitz_1d.m

%SquarePixel_Toeplitz_1D.m %Purpose: Construct the Toeplitz matrix of 1D ebxn with Square pixels %Ref:Linfang Shen, Sailing He, and Sanshui Xiao, Large absolute band gaps %in one-dimensional photon