代码搜索：singleton
找到约 4,696 项符合「singleton」的源代码
代码结果 4,696
www.eeworm.com/read/136989/5837151
h rt_notify_export.h
// -*- C++ -*-
// rt_notify_export.h,v 1.2 2003/04/03 20:36:19 pradeep Exp
// Definition for Win32 Export directives.
// This file is generated automatically by generate_export_file.pl
// --------
www.eeworm.com/read/136989/5837390
h svc_utils_export.h
// -*- C++ -*-
// svc_utils_export.h,v 1.2 2000/10/10 22:16:01 nanbor Exp
// Definition for Win32 Export directives.
// This file is generated automatically by generate_export_file.pl
// -------
www.eeworm.com/read/136989/5838382
h rtec_perf_export.h
// -*- C++ -*-
// rtec_perf_export.h,v 1.1 2002/02/28 20:27:59 coryan Exp
// Definition for Win32 Export directives.
// This file is generated automatically by generate_export_file.pl
// -------
www.eeworm.com/read/285264/8857423
pas singletonunit1.pas
unit SingletonUnit1;
interface
uses SysUtils;
type
TSingleton = class
public
constructor Create; virtual;
destructor Destroy; override;
end;
var
Glob_Singleton1: TSingleton
www.eeworm.com/read/383091/8974531
pas singletonunit1.pas
unit SingletonUnit1;
interface
uses SysUtils;
type
TSingleton = class
public
constructor Create; virtual;
destructor Destroy; override;
end;
var
Glob_Singleton1: TSingleton
www.eeworm.com/read/184067/9123809
m trapz.m
function z = trapz(x,y,dim)
%梯形积分法.适用于数值函数和光滑性不好的函数.
% z=trapz(x,y),x是表示积分区间的离散化向量;
% y是与x同维数的向量,表示被积函数;
% z返回积分的近似值.
%例 计算exp(-x^2)在[-1 1]上的定积分
% clear;
www.eeworm.com/read/166306/10024613
m trapz.m
function z = trapz(x,y,dim)
%梯形积分法.适用于数值函数和光滑性不好的函数.
% z=trapz(x,y),x是表示积分区间的离散化向量;
% y是与x同维数的向量,表示被积函数;
% z返回积分的近似值.
%例 计算exp(-x^2)在[-1 1]上的定积分
% clear;
www.eeworm.com/read/358694/10181701
m trapz.m
function z = trapz(x,y,dim)
%梯形积分法.适用于数值函数和光滑性不好的函数.
% z=trapz(x,y),x是表示积分区间的离散化向量;
% y是与x同维数的向量,表示被积函数;
% z返回积分的近似值.
%例 计算exp(-x^2)在[-1 1]上的定积分
% clear;
www.eeworm.com/read/353896/10407184
m trapz.m
function z = trapz(x,y,dim)
%梯形积分法.适用于数值函数和光滑性不好的函数.
% z=trapz(x,y),x是表示积分区间的离散化向量;
% y是与x同维数的向量,表示被积函数;
% z返回积分的近似值.
%例 计算exp(-x^2)在[-1 1]上的定积分
% clear;
www.eeworm.com/read/349902/10787155
m transio.m
function [varargout] = transio(varargin)
% transio (Object Class)
%
% FORMAT: tio_obj = transio(file, endian, class, offset, size);
%
% Input fields:
%
% file filename where