代码搜索:Additive

找到约 385 项符合「Additive」的源代码

代码结果 385
www.eeworm.com/read/179372/5304993

cpp test_linear_analytic_system_model_gaussian_uncertainty.cpp

// $Id: test_linear_analytic_system_model_gaussian_uncertainty.cpp,v 2.17 2004/11/12 08:57:34 kgadeyne Exp $ // Tests the Linear System Model with Gaussian uncertainty (additive) // Mobile Robot Dead
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txt props.txt

Help on properties of the Discrete Additive Non-Linear (DANL) model. 'f' Data object representing f(x,t). 'gw' Data object representing gw(x,t). 'gu' Data object representing gu(x,t). '
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txt props.txt

Help on properties of the Discrete Additive Non-Linear (DANL) model. 'f' Data object representing f(x,t). 'gw' Data object representing gw(x,t). 'gu' Data object representing gu(x,t). '
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m comp_lr.m

% Figure 8.13 % reuqire additional functions in files % chan_1.m ;white noise & noise shaping filter % sys_1.m ;unknown system & additive white noise % lms_1.m ;LMS adaptive filte
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m comp_lr.m

% Figure 8.13 % reuqire additional functions in files % chan_1.m ;white noise & noise shaping filter % sys_1.m ;unknown system & additive white noise % lms_1.m ;LMS adaptive filte
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m fig8_13.m

% Figure 8.13 % requires additional functions in files % chan.m ;white noise & noise shaping filter % sys.m ;unknown system & additive white noise % lms.m ;LMS adaptive filter % rls.m ;RLS ad
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m wiener2.m

function [f,noise] = wiener2(varargin) %WIENER2 Perform 2-D adaptive noise-removal filtering. % WIENER2 lowpass filters an intensity image that has been % degraded by constant power additive no
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prg baktems.prg

SELECT 1 USE BAKTEM EXCL ZAP TOTAL ON Z_GH TO TEM INDEX ON Z_LSH TO TEM.EDX ADDITIVE SELECT 2 USE TEM excl SELECT KHDATA B=RECCOUNT() FOR SKIP = 1 TO B SCATTER TO KA IF
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prg baktems.prg

SELECT 1 USE BAKTEM EXCL ZAP TOTAL ON Z_GH TO TEM INDEX ON Z_LSH TO TEM.EDX ADDITIVE SELECT 2 USE TEM excl SELECT KHDATA B=RECCOUNT() FOR SKIP = 1 TO B SCATTER TO KA IF
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m demo.m

% TEST the functions in the toolbox. % ---- Simulation parameter n = 5; m = 2; p = 3; l = ceil(n/p); lmax = l; nmax = n; delta = nmax+1; s = 0; % additive noise standard deviation T = 500; % t