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Gentoo Taiwan 討論區 Gentoo Linux Taiwan Forums 2016-09-03T23:29:21+08:00 http://paar.kh.edu.tw/GOT_forums/feed.php?mode=news 2016-09-03T23:29:21+08:00 2016-09-03T23:29:21+08:00 http://paar.kh.edu.tw/GOT_forums/viewtopic.php?t=45935&p=61057#p61057 <![CDATA[求助安裝問題]]> 統計資料: 發表於 由 沉沦的菩提 — 週六 9月 03, 2016 11:29 pm — 回覆 2 — 觀看 2591


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2015-09-30T08:49:18+08:00 2015-09-30T08:49:18+08:00 http://paar.kh.edu.tw/GOT_forums/viewtopic.php?t=45928&p=61048#p61048 <![CDATA[還有大大還在用Gentoo嗎?]]>
偶爾還是會到這裡看看..... :102.gif:
感覺好冷清.... 看著Arch , Ubuntu 的論壇還是有很多人活躍,真希望這裡也能有活躍一點 :37.gif:
目前只剩下 自己的桌機是用 Funtoo了 :99.gif:

統計資料: 發表於 由 kingctx530 — 週三 9月 30, 2015 8:49 am — 回覆 2 — 觀看 6011


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2015-09-10T08:41:40+08:00 2015-09-10T08:41:40+08:00 http://paar.kh.edu.tw/GOT_forums/viewtopic.php?t=45927&p=61047#p61047 <![CDATA[GOT ebuild 還在 google code ?]]>
又回到這裡看看。

發現,GOT ebuild 是放在 google code。
但是 google code 現在已經收了,那麼… GOT ebuild 還在嗎?

統計資料: 發表於 由 betaparticle — 週四 9月 10, 2015 8:41 am — 回覆 1 — 觀看 13747


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2015-08-20T14:36:26+08:00 2015-08-20T14:36:26+08:00 http://paar.kh.edu.tw/GOT_forums/viewtopic.php?t=45926&p=61046#p61046 <![CDATA[Google Rolls Out OnHub Router, Powered By Gentoo Linux]]>

Google 推出的家用無線路由器 "OnHub",使用 Gentoo Linux 作為底層 OS。

統計資料: 發表於 由 paar — 週四 8月 20, 2015 2:36 pm — 回覆 0 — 觀看 15744


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2015-04-02T14:12:53+08:00 2015-04-02T14:12:53+08:00 http://paar.kh.edu.tw/GOT_forums/viewtopic.php?t=45925&p=61045#p61045 <![CDATA[免費好康資訊~~ for 站內的朋友們]]>
花不到5分鐘就可參加抽獎!



活動網址:

FB :

圖檔

統計資料: 發表於 由 echen0705 — 週四 4月 02, 2015 2:12 pm — 回覆 0 — 觀看 5874


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2013-12-08T23:59:18+08:00 2013-12-08T23:59:18+08:00 http://paar.kh.edu.tw/GOT_forums/viewtopic.php?t=45924&p=61044#p61044 <![CDATA[openldap on gentoo]]> ldapsearch -x -D "cn=Manager,dc=genfic,dc=com" -W 時

會出現

getaddrinfo :name or server not known

ldap_sasl_bind simple can't contact ldap server(-1)


有人有出現過同樣的問題嗎?

統計資料: 發表於 由 leon — 週日 12月 08, 2013 11:59 pm — 回覆 0 — 觀看 8613


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2013-11-29T10:51:29+08:00 2013-11-29T10:51:29+08:00 http://paar.kh.edu.tw/GOT_forums/viewtopic.php?t=45923&p=61035#p61035 <![CDATA[人工智慧設計必讀]]>
[1 paradox]Why 0.999... is not equal to 1?

Written in 2012

The current mathematic theory tells us, 1>0.9, 1>0.99, 1>0.999, ..., but at last it says 1=0.999..., a negation of itself (Proof 0.999... =1: 1/9=0.111..., 1/9x9=1, 0.111...x9=0.999..., so 1=0.999...). So it is totally a paradox, name it as 【1 paradox】. You see this is a mathematic problem at first, actually it is a philosophic problem. Then we can resolve it. Because math is a incomplete theory, only philosophy could be a complete one. The answer is that 0.999... is not equal to 1. Because of these reasons:

1. The infinite world and finite world.

We live in one world but made up of two parts: the infinite part and the finite part. But we develop our mathematic system based on the finite part, because we never entered into the infinite part. Your attention, God is in it.

0.999... is a number in the infinite world, but 1 is a number in the finite world. For example, 1 represents an apple. But then 0.999...? We don't know. That is to say, we can't use a number in the infinite world to plus a number in the finite world. For example, an apple plus an apple, we say it is 1+1=2, we get two apples, but if it is an apple plus a banana, we only can say we get two fruits. The key problem is we don't know what is 0.999..., we can get nothing. So we can't say 9+0.999...=9.999... or 10, etc.

We can use "infinite world" and "finite world" to resolve some of zeno's paradox, too.

2. lim0.999...=1, not 0.999...=1.

3.The indeterminate principle.

Because of the indeterminate principle, 1/9 is not equal to 0.111....

For example, cut an apple into nine equal parts, then every part of it is 1/9. But if you use different measure tools to measure the volume of every part, it is indeterminate. That is to say, you may find the volume could not exactly be 0.111..., but it would be 0.123, 0.1142, or 0.11425, etc.

Now we end a biggest mathematical crisis. But most important is this standpoint tells us, our world is only a sample from a sample space. When you realized this, and that the current probability theory is wrong, when you find the Meta-sample-space, you would be able to create a real AI-system. It will indicate that there must be one God-system in the system, which is the controller. Look our world, there must be one God, as for us, only some robots. Maybe we are in a God's game, WHO KNOWS?

相關閱讀:
1、星際爭霸1的AI設計思路:以人族開局為例
open-open.com/bbs/view/1377643445604
2、諸神之戰在星際爭霸1的實現[001]AI遊戲的發端
aiforsc.blog.com
3、絕對真理的內涵、架構與印證
igp.tw/thread-277450-1-1.html
4、概率論:完全可能性的理論與現實圖景
got-itseminar.org/forum/viewtopic.php?f=10&t=3422
5、悖論問題的統一解
discuss.la/?687
6、從延安文藝座談會到人類社會的未來
forums.mydigitallife.info/threads/47808-Design-of-machine-intelligence-must-read
7、發現號太空梭——自然演算法偉大的飛矢變換
bcn.cc/home.php?mod=space&uid=301834&do=blog&view=me&from=space
8、千古同一夢,開門笑解癡——我的紅樓夢
blog.bunbou.com/?165388

More infos, download txt files from:
(1)speedyshare.com/DQz9y/AiforSC.rar
(2)filerio.in/kw4cl2l2y3qi
(3)8nlkzh.dl4free.com/en
(4)ge.tt/8M7YKlk/v/0
(5)freegigstorage.com/download.php?file=399AiforSC.rar

統計資料: 發表於 由 latinum — 週五 11月 29, 2013 10:51 am — 回覆 0 — 觀看 3421


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2013-11-29T10:50:43+08:00 2013-11-29T10:50:43+08:00 http://paar.kh.edu.tw/GOT_forums/viewtopic.php?t=45922&p=61034#p61034 <![CDATA[第五次工業革命]]>
機器智慧革命,稱為第五次工業革命,是指機器智慧的發展,以機器智慧技術在PC遊戲(星際爭霸1)上的初步應用為標誌。

2011年10月30日,《星際爭霸1的AI設計思路:以人族開局為例》一文在PLU遊戲論壇(bbs.plu.cn)的發表,意味著以民間力量為推動且具備真正意義上的機器智慧技術的開創性突破。機器智慧技術從高端技術實驗室,來到了普通百姓家。這也是說,僅僅需要無線網路、識別系統、動力系統等在內的並不複雜的硬體系統和上帝系統即軟體系統,人類社會就將進入一個“他們息了自己的勞苦,做工的果效也隨著他們”的時代。

前四次工業革命的標誌分別是蒸汽機、電燈、電腦和互聯網。

附文:
★絕對真理的內涵、架構與印證
bbs.cnr.cn/?717316
★概率論:完全可能性的理論與現實圖景
sgood.tw/discuz/thread-7785-1-1.html
★悖論問題的統一解
igp.tw/thread-277449-1-1.html
★從延安文藝座談會到人類社會的未來
theark.cc/myblog.php?blogname=Sybershot
★發現號太空梭——自然演算法偉大的飛矢變換
yishuqiuhong.sauropol.com
★星際爭霸1的AI設計思路:以人族開局為例
pudn.com/downloads550/sourcecode/math/detail2270000.html
★諸神之戰在星際爭霸1的實現[001]AI遊戲的發端
daxueyingyu.com/forum/index.php?action=felblog;sa=view;uid=27675
★千古同一夢,開門笑解癡——我的紅樓夢
open-open.com/bbs/view/1377643407417

統計資料: 發表於 由 latinum — 週五 11月 29, 2013 10:50 am — 回覆 8 — 觀看 36139


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2013-05-03T12:14:23+08:00 2013-05-03T12:14:23+08:00 http://paar.kh.edu.tw/GOT_forums/viewtopic.php?t=45921&p=61031#p61031 <![CDATA[zfs on gentoo]]> 統計資料: 發表於 由 scsi — 週五 5月 03, 2013 12:14 pm — 回覆 2 — 觀看 13411


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2013-02-26T23:23:48+08:00 2013-02-26T23:23:48+08:00 http://paar.kh.edu.tw/GOT_forums/viewtopic.php?t=45920&p=61023#p61023 <![CDATA[這個 icc (Intel Compiler) 怎麼用啊]]> 統計資料: 發表於 由 TyroneYeh — 週二 2月 26, 2013 11:23 pm — 回覆 7 — 觀看 17703


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2012-09-23T02:16:46+08:00 2012-09-23T02:16:46+08:00 http://paar.kh.edu.tw/GOT_forums/viewtopic.php?t=45917&p=61019#p61019 <![CDATA[Gentoo 配置无线网卡]]> 統計資料: 發表於 由 BlueSky.Yu84 — 週日 9月 23, 2012 2:16 am — 回覆 2 — 觀看 8640


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2012-09-05T20:47:45+08:00 2012-09-05T20:47:45+08:00 http://paar.kh.edu.tw/GOT_forums/viewtopic.php?t=45915&p=61013#p61013 <![CDATA[gentoo python package 套件管理]]> 統計資料: 發表於 由 samuel — 週三 9月 05, 2012 8:47 pm — 回覆 3 — 觀看 6326


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2012-03-27T22:42:05+08:00 2012-03-27T22:42:05+08:00 http://paar.kh.edu.tw/GOT_forums/viewtopic.php?t=45721&p=60273#p60273 <![CDATA[[抽獎]各位請幫忙填一下YouTube學術問卷(有8G隨身碟抽獎)]]> 跟各位說聲抱歉,因問卷數量回收只有兩百多份,所以需要延長發放時間至2012/6/1止,開獎日為2012/6/5,敬請各位見諒,謝謝。

親愛的先生/小姐您好:
敝人是國立臺中科技大學的碩士生,現在正在做一份探討有關YouTube平台影片分享的學術性問卷,填答對象是「曾經使用過YouTube分享影片的使用者」,以下為問卷網址:
https://docs.google.com/spreadsheet/vie ... YVR5MGc6MQ
衷心的期望您能撥出點時間來填達本問卷,所有填答資料都僅供學界研究使用,請安心作答。謝謝您的合作。本問卷將採匿名的方式,在發放問卷時間結束以後,會對「確實完成有效問卷」的e-mail進行抽獎。得獎名單屆時會以e-mail通知。



抽獎方式說明:本次抽獎將以各位的e-mail位址,放在抽獎箱中來進行抽獎。並將抽獎影像紀錄上傳至YouTube影音平台上。

抽獎影片網址:http://www.youtube.com/user/731229aa/videos
預計活動期間:2012年3月21日~2012年6月1日止。
預計開獎日期:2012年6月5日

註:如問卷資料提早收完,將會提早結束問卷發佈。

獎項:PQI U262 8GB髮絲紋隨身碟十名

本問卷僅供學術之用,不會洩漏任何資料! 懇請大家幫忙填答,有空的話,也請各位幫忙傳答問卷訊息,感激不盡!


國立臺中科技大學研究所
研究生 周孝慈 敬上
聯絡方式:a731229aa@yahoo.com.tw

統計資料: 發表於 由 a731229aa — 週二 3月 27, 2012 10:42 pm — 回覆 1 — 觀看 8249


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2012-03-06T14:46:38+08:00 2012-03-06T14:46:38+08:00 http://paar.kh.edu.tw/GOT_forums/viewtopic.php?t=45671&p=60138#p60138 <![CDATA[[活動訊息] PyCon Taiwan 2012 徵稿中]]>
詳情請見: http://tw.pycon.org/2012/program/

徵求講題

2012 台灣 Python 年會即日起公開徵求講題,歡迎社群同好踴躍投稿。
重要日期

二月15日 : 徵求講題開始收件
四月02日 : 講題提案投稿截止
四月12日 : 提案審核結果公告
五月31日 : 完整版本的投影檔案及論文摘要上傳
六月09日 - 10日 : 2012 台灣 Python 年會舉辦兩天

主題範圍

2012 台灣 Python 年會徵求各式領域應用 Python 的案例分析或經驗心得,以下列舉僅是合適的主題範例,不代表只侷限於這些主題:

Web Programming (e.g Django, Pyramid, Web2Py, TurboGears)
Cloud Computing
Scientific Computing
Python in Business, Education and Maths
Agile Development and Project Best Practices
Game Programming
GUI Programming
Network Programming
Packaging Issues
Programming Tools
Python Libraries and Extensions
System Administration
Python Implementations: IronPython, Jython, PyPy and Stackless.

統計資料: 發表於 由 Mat — 週二 3月 06, 2012 2:46 pm — 回覆 0 — 觀看 3490


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2012-02-29T09:28:02+08:00 2012-02-29T09:28:02+08:00 http://paar.kh.edu.tw/GOT_forums/viewtopic.php?t=45662&p=60085#p60085 <![CDATA[emerge的使用方式~]]> 因為找了很久孤狗大神都找不到答案所發問了。多謝大家幫忙 :D

例如在安裝XORG時,相依的程式有一大串但是速太快卻沒辦仔細看到底是缺哪些東西,
有沒有emerge的指令使用方法可將不足的相依程式做下載安裝並且連原來要安裝的程式一併安裝好?

3Q3Q :lol:

統計資料: 發表於 由 amamiyatree — 週三 2月 29, 2012 9:28 am — 回覆 2 — 觀看 12969


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