代码搜索:parameter

找到约 10,000 项符合「parameter」的源代码

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h simplewindow.h

//************************************************************************** // // Copyright (c) 1997. // Richard D. Irwin, Inc. // // This software may not be distributed further without permiss
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bak dstring.bak

//************************************************************************** // // Copyright (c) 1997. // Richard D. Irwin, Inc. // // This software may not be distributed further without permiss
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h alert.h

//************************************************************************** // // Copyright (c) 1997. // Richard D. Irwin, Inc. // // This software may not be distributed further without permiss
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bak windowmanager.bak

//************************************************************************** // // Copyright (c) 1997. // Richard D. Irwin, Inc. // // This software may not be distributed further without permiss
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bak graphic.bak

//************************************************************************** // // Copyright (c) 1997. // Richard D. Irwin, Inc. // // This software may not be distributed further without permiss
www.eeworm.com/read/493294/6400005

m parzenc.m

%PARZENC Optimisation of the Parzen classifier % % [W,H] = PARZENC(A) % W = PARZENC(A,H,FID) % % INPUT % A dataset % H smoothing parameter (may be scalar, vector of per-class % param
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m svo_nu.m

%SVO_NU Support Vector Optimizer: NU algorithm % % [V,J,C] = SVO(K,NLAB,NU,PD) % % INPUT % K Similarity matrix % NLAB Label list consisting of -1/+1 % NU Regularization parameter (0 <
www.eeworm.com/read/493294/6400549

m optim_auc.m

function [w,optval] = optim_auc(x,wname,fracrej,range,nrbags,varargin) %OPTIM_AUC Optimize hyperparameters for an OCC % % W = OPTIM_AUC(X,WNAME,FRACREJ,RANGE,NRBAGS,VARARGIN) % % Optimize the AUC-p
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readme

SVDPACKC (Version 1.0) /************************************************************************* (c) Copyright 1993 Univers
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m ols_gv.m

function results = ols_gv(y,x,ndraw,nomit,prior) % PURPOSE: MCMC estimates for the Bayesian heteroscedastic linear model % y = X B + e, p(e_i) = f_t(e_i | 0, v_i, lambda) % p(V) =