代码搜索:APPROXIMATION

找到约 1,542 项符合「APPROXIMATION」的源代码

代码结果 1,542
www.eeworm.com/read/371704/2779286

m l1_slope_intercept.m

function [a,b]=l1_slope_intercept(x,y,alpha) % Compute L2 approximation to slope and intercept % y =a + b x % With correction factor for Nsiko-well % Written by: E. R.: August 8, 2003 % last upda
www.eeworm.com/read/475347/6796734

m logmapo.m

function L_all = logmapo(rec_s,g,L_a,ind_dec) % Log_MAP algorithm using straightforward method to compute branch metrics % no approximation is used. % Can be simplified to Max-Log-MAP by using ap
www.eeworm.com/read/265723/11255474

m rat.m

function [N,D] = rat(X,tol) %RAT Rational approximation. % [N,D] = RAT(X,tol) returns two integer matrices so that N./D % is close to X in the sense that abs(N./D - X)
www.eeworm.com/read/203890/15349840

m deriv.m

function y = deriv(x,n,l,varargin) % DERIV(X) Calculate the approximate derivative of the signal. % DERIV(X,N) n'th order approximation (default N=1) % DERIV(X,N,L) l'th derivative (default L=1) % $I
www.eeworm.com/read/430320/8756373

m mls1dshape.m

function [PHI, DPHI, DDPHI] = MLS1DShape(m, nnodes, xi, npoints, x, dm, wtype, para) % SHAPE FUNCTION OF 1D MLS APPROXIMATION % % SYNTAX: [PHI, DPHI, DDPHI] = MLS1DShape(m, nnodes, xi, npoints, x,
www.eeworm.com/read/430320/8756385

m mls1dshape3.m

function [PHI, DPHI, DDPHI] = MLS1DShape(m, nnodes, xi, npoints, x, dm, wtype, para) % SHAPE FUNCTION OF 1D MLS APPROXIMATION % % SYNTAX: [PHI, DPHI, DDPHI] = MLS1DShape(m, nnodes, xi, npoints, x,
www.eeworm.com/read/284169/8957894

m disfrct.m

function y = Disfrct(f,a,p) % Computes discrete fractional cosine transform % of order a of vector f % p (optional) is order of approximation, default N/2 % S-C Pei, M-H Yeh, IEEE Tr SP 49(6)2001, pp.
www.eeworm.com/read/373627/9445815

html fractions.html

R: Rational Approximation
www.eeworm.com/read/373627/9445979

html rational.html

R: Rational Approximation
www.eeworm.com/read/167677/9955918

txt mls.txt.txt

function [PHI, DPHI, DDPHI] = MLS1DShape(m, nnodes, xi, npoints, x, dm, wtype, para) % SHAPE FUNCTION OF 1D MLS APPROXIMATION % % SYNTAX: [PHI, DPHI, DDPHI] = MLS1DShape(m, nnodes, xi, npoints, x,