代码搜索:Multidimensional

找到约 559 项符合「Multidimensional」的源代码

代码结果 559
www.eeworm.com/read/414988/11087733

java ex20(2).java

// arrays/Ex20.java // TIJ4, Chapter Arrays, Exercise 20, page 778 // Demonstrate deepEquals() for multidimensional arrays. import java.util.*; import static net.mindview.util.Print.*; class A
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m detect.m

function varargout = detect(sig_down,dlt,slt,ch_coefs,varargin) %DETECT Multidimensional data detector. % D_E = DETECT(S,DLT,SLT,ALPHA) performs the maximum likelihood % sequence estimation (MLSE
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m detect.m

function varargout = detect(sig_down,dlt,slt,ch_coefs,varargin) %DETECT Multidimensional data detector. % D_E = DETECT(S,DLT,SLT,ALPHA) performs the maximum likelihood % sequence estimation (MLSE
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cpp fig04_22.cpp

// Fig. 4.22: fig04_22.cpp // Initializing multidimensional arrays. #include using std::cout; using std::endl; void printArray( int [][ 3 ] ); int main() { int array1[ 2 ][
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readme

29/10/2003 This is Fortran archive package of Non-metric Multidimensional Scaling Method (NMDS) developed by Y-h. Taguchi and Y. Oono. Ver. 1.3.1 For installation, see INSTALL. For instruction, see I
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m mvaar.m

function [x,e,Kalman,Q2] = mvaar(y,p,UC,mode,Kalman) % Multivariate (Vector) adaptive AR estimation base on a multidimensional % Kalman filer algorithm. A standard VAR model (A0=I) is implemented. The
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m mvaar.m

function [x,e,Kalman,Q2] = mvaar(y,p,UC,mode,Kalman) % Multivariate (Vector) adaptive AR estimation base on a multidimensional % Kalman filer algorithm. A standard VAR model (A0=I) is implemented. The
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hlp y_mvmds.hlp

{smcl} {p 0 4} {help contents:Top} > {help y_stat:Statistics} > {help y_mv:Multivariate analysis} > {help y_mvrels:Multivariate relationships} {bind:> {bf:Multidimensional scaling}} {p_end} {h
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phpt schema060.phpt

--TEST-- SOAP XML Schema 60: SOAP 1.2 Multidimensional array (literal encoding) --SKIPIF-- --FILE--
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phpt schema028.phpt

--TEST-- SOAP XML Schema 28: SOAP 1.2 Multidimensional array --SKIPIF-- --FILE--