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predict_performance.m

function a = predict_performance(algorithm, algorithm_params, patterns, targets) % Predict the final performance of an algorithm from the learning curves % Inputs: % algorithm - The a

predict_performance.m

function a = predict_performance(algorithm, algorithm_params, patterns, targets) % Predict the final performance of an algorithm from the learning curves % Inputs: % algorithm - The a

predict_performance.m

function a = predict_performance(algorithm, algorithm_params, patterns, targets) % Predict the final performance of an algorithm from the learning curves % Inputs: % algorithm - The a

cksm_04.cc

// file: $isip/class/system/Checksum/cksm_04.cc // version: $Id: cksm_04.cc,v 1.6 2000/11/22 17:20:26 picone Exp $ // // isip include files // #include "Checksum.h" #include // method: i

digestimpl.java

/* * Created on 2004-5-11 * */ package com.esimple.service.crypto.digest; import java.security.MessageDigest; import com.esimple.service.crypto.util.BASE64Util; /** * @author steven

algorith.h

/* * Copyright (c) 1999 Boris Fomitchev * AUTOMATICALLY GENERATED - DO NOT EDIT ! */ /* * * This wrapper is needed for Borland C++ 5.0 to get STLport * header properly included */

summary

This is an explanation of what i2c is, and what is supported in this package. I2C and SMBus ============= I2C (pronounce: I squared C) is a protocol developed by Philips. It is a slow two-wire prot

predict_performance.m

function a = predict_performance(algorithm, algorithm_params, patterns, targets) % Predict the final performance of an algorithm from the learning curves % Inputs: % algorithm - The a

debug.lkf

-z -q -c -o"./Debug/exp-09.out" -x -i"c:/ti54/c5400/bios/lib" -i"c:/ti54/c5400/rtdx/lib" -i"c:/ti54/c5400/cgtools/lib" "d:\algorithm\exp-da\exp-09\Debug\Da.obj" "d:\algorithm\exp-da\exp-09\Debug\exp

debug.lkv

-z -q -c -o"./Debug/exp-09.out" -x -i"c:/ti54/c5400/bios/lib" -i"c:/ti54/c5400/rtdx/lib" -i"c:/ti54/c5400/cgtools/lib" "d:\algorithm\exp-da\exp-09\Debug\Da.obj" "d:\algorithm\exp-da\exp-09\Debug\exp