代码搜索:objects

找到约 10,000 项符合「objects」的源代码

代码结果 10,000
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cs staticai.cs

//--------------------------------------------------------------------- // This file is part of the Microsoft .NET Framework SDK Code Samples. // // Copyright (C) Microsoft Corporation. All rig
www.eeworm.com/read/154760/11929467

m configresize.m

function configresize(hFig) %CONFIGRESIZE Configure GUI to handle resizing operations. % CONFIGRESIZE(hFig) changes the units and fontunits of all objects that support these % units to 'normalized
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makefile

# Makefile for the selective C preprocessor, scpp. # # Copyright (c) 1985 by # Tektronix, Incorporated Beaverton, Oregon 97077 # All rights reserved. # # Permission is hereby granted for personal, non
www.eeworm.com/read/154209/11982919

m delete.m

function delete(obj) % Author: T. Krauss % Copyright (c) 1988-98 by The MathWorks, Inc. % $Revision: 1.2 $ obj = struct(obj); for i = 1:length(obj) fig = get(obj(i).h,'parent');
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m fdax.m

function obj = fdax(varargin) %FDAX Constructor for filtdes axes object % Syntax: % obj = fdax('prop1',val1,'prop2',val2,...) creates a new object % obj = fdax(objstruct) where objstruct i
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m fdline.m

function obj = fdline(varargin) %FDLINE Constructor for filtdes line object % Syntax: % obj = fdline('prop1',val1,'prop2',val2,...) creates a new object % obj = fdline(objstruct) where obj
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m fdspec.m

function obj = fdspec(varargin) %FDSPEC Constructor for filtdes Specifications object % Syntax: % obj = fdspec('prop1',val1,'prop2',val2,...) creates a new object % obj = fdspec(objstruct)
www.eeworm.com/read/154209/11983238

m fdmeas.m

function obj = fdmeas(varargin) %FDMEAS Constructor for filtdes Measurements object % Syntax: % obj = fdmeas('prop1',val1,'prop2',val2,...) creates a new object % obj = fdmeas(objstruct) w
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ion descript.ion

mdemo.c MD2/MD5 Hash Demo. redemo.c REDEMO RSAEURO Demo. randemo.c Random Objects Demo.
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m gauss.m

function Z = gauss(n,mu,sigma,options) % function Z = gauss(n,mu,sigma,options) % 030407 FvdB % Computes Gaussian profiles. % % in: n (1 x 1) number of points in z % mu (objects x 1) first m