zoukankan      html  css  js  c++  java
  • 置信规则库学习记录——1

    置信规则库第二章学习心得

    2.6.1

    1.What's the meaning of arrows and straight lines in the picture as follow?(page 21)

    2.As for Fuzzy Inference,there is a ppt which can introduce the theory minutely as follow.

    click here to opend the link

    some introduction about membership funtion.

    2.6.2

    Analyzation about details of the new struct of BRB.

    2.6.3

    Analyze the details about the process of RIMER .

    1.I can't find any information out about the max-min matching method from Baidu or the book which introduce BRB. Could any guys give me some hints?

    2.What's the meaning of formulation x1:{(H,0.6),(M,0.4),(L,0)}?

    3.The same bewilderment about IDS. I can't search the information about it by Google and nothing can be found on Baidu.(Though I use the key words --"Windows 智能决策软件” rather than "IDS".)

    4.And what's the “distributed evaluation results” which maybe obtained by IDS.(Our captain put forward this issue but no one can explain it.)

    5.And the most important one is the meaning of "the evaluate rank of final output of sub rule base 2 relative to "High" maybe have higher beliefs.(in section 3)

    2.6.4

    The comparation about some results of this example.

    1.The formulation 2-40 explain the source of distributed evaluation.(which is concluded by IDS.)

    2.What's the purpose of the beliefs of table 2-4?

    2.6.5

    The inference about imcomplete input information.

    1.I find a interesting phenomenon --the sum of the all parameter in the formulation (2-41) is 1.

    This is the first article about the BRB and there are many problems I come across.

    Awillful man will have his way。

    the answers will be put recent days after disscusion about it.

  • 相关阅读:
    解决CentOS(6和7版本),/etc/sysconfig/下没有iptables的问题
    centOS7在VirtualBox中装好后的网络连接问题
    [bzoj1022/poj3480]小约翰的游戏John_博弈论
    [poj2311]Cutting Game_博弈论
    [poj1704]Georgia and Bob_博弈论
    [poj2368]Buttons_博弈论
    NOIP2015 提高组合集
    NOIP2014 提高组合集
    NOIP2013 提高组合集
    NOIP2012 提高组合集
  • 原文地址:https://www.cnblogs.com/cafe3165/p/6942172.html
Copyright © 2011-2022 走看看