代码搜索：recursion
找到约 958 项符合「recursion」的源代码
代码结果 958
www.eeworm.com/read/245849/12778019
m levinson4toeplitz.m
function x=levinson4toeplitz(ac,rhs)
% Solve the linear system of equations Tx = r using Levinson's recursion;
% T is the Toeplitz matrix
% ( ac(1) ac(2) ac(3) ... )
%
www.eeworm.com/read/139775/13135033
m spiking.m
function [f,o] = spiking(d,NF,mu);
%SPIKING: Spiking deconvolution using Levinson's recursion
%
% [f,o] = spiking(d,NF,mu)
%
% IN d: data (a column trace)
% NF: lenght of the spiking
www.eeworm.com/read/300891/13883411
m spiking.m
function [f,o] = spiking(d,NF,mu);
%SPIKING: Spiking deconvolution using Levinson's recursion
%
% [f,o] = spiking(d,NF,mu)
%
% IN d: data (a column trace)
% NF: lenght of the spiking
www.eeworm.com/read/493843/6391509
m gtor.m
function r=gtor(gamma,epsilon)
%GTOR Inverse Levinson-Durbin recursion.
%----
%USAGE: r=gtor(gamma,epsilon)
%
% Finds the autocorrelation sequence r(k) from the
% reflection coefficients gamma.
www.eeworm.com/read/493843/6391516
m rtoa.m
function [a,epsilon]=rtoa(r)
%RTOA Levinson-Durbin recursion.
%----
%USAGE: [a,epsilon]=rtoa(r)
%
% Solves the Toeplitz normal equations
% R a = epsilon [1 0 ... 0]'
% where R=toeplitz(r) is
www.eeworm.com/read/259565/11782704
m levinson4toeplitz.m
function x=levinson4toeplitz(ac,rhs)
% Solve the linear system of equations Tx = r using Levinson's recursion;
% T is the Toeplitz matrix
% ( ac(1) ac(2) ac(3) ... )
%
www.eeworm.com/read/254435/12136140
java sleepyhead.java
// (c) Copyright 1997-2001 Recursion Software Inc.
package examples.timer;
import com.recursionsw.lib.timer.*;
public class SleepyHead implements TimerListener
{
public void timerEx
www.eeworm.com/read/254433/12136729
java alarm.java
// (c) Copyright 1997-2001 Recursion Software Inc.
package examples.message;
public class Alarm implements IAlarm
{
public int delay( int milliseconds )
{
System.out.println(
www.eeworm.com/read/151143/12233095
m levinson4toeplitz.m
function x=levinson4toeplitz(ac,rhs);
% Solve the linear system of equations Tx = r using Levinson's recursion;
% T is the Toeplitz matrix
% ( ac(1) ac(2) ac(3) ... )
%
www.eeworm.com/read/233013/14173838
m spiking.m
function [f,o] = spiking(d,NF,mu);
%SPIKING: Spiking deconvolution using Levinson's recursion
%
% [f,o] = spiking(d,NF,mu)
%
% IN d: data (a column trace)
% NF: lenght of the spiking