Chip123 科技應用創新平台

 找回密碼
 申請會員

QQ登錄

只需一步,快速開始

Login

用FB帳號登入

搜索
1 2 3 4
查看: 3762|回復: 0

[機器人] 機器智慧設計必讀

  [複製鏈接]
發表於 2013-7-9 08:33:40 | 顯示全部樓層 |閱讀模式
機器智慧設計必讀: s$ t2 F7 ]: `4 F! J0 b( S$ m+ W

7 ^" h! J, _" z( k, t7 m( g$ p[1 paradox]Why 0.999... is not equal to 1?) J6 e: K2 `* d: u
- e, ?: ]6 B! y! D
Written in 2012
" ]* F+ F. J6 u) D0 }0 m- `2 w$ }; w# y' e6 `4 M' w1 b
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:
$ I& u; d5 G- V8 L5 U0 \/ ]) w) _( v' S3 _- Q; {$ A& r, ?9 f
1. The infinite world and finite world.* z; {. k' @6 e7 u6 B+ F7 C

- |7 a4 D( F# p6 r5 zWe 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.8 u4 J8 y& R7 t3 o2 s' F! A
5 _$ u" }$ A( X% x
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.4 ]" `+ z2 J, q5 S

0 {, H) K5 a/ Q& w  GWe can use "infinite world" and "finite world" to resolve some of zeno's paradox, too.& }/ J2 D4 z8 r8 w1 K  ^
! H3 m* q6 o. A# x
2. lim0.999...=1, not 0.999...=1.
% b' P1 W! |2 a9 L2 K; A0 Z1 ~* _  W5 a" s
3.The indeterminate principle.4 m1 R# w6 _$ p; {( V

& u; L$ ]  _) I; J6 \4 V2 ZBecause of the indeterminate principle, 1/9 is not equal to 0.111....9 `4 E# K' o9 P! T

( g3 u' ^) `3 U3 \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. ) L4 i7 y' b2 [6 {+ L& u

; ~- M$ O8 P+ O! rNow 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?
8 G; I1 w5 A6 e( P$ L' Y' e: }; q  I! \  K# |- G% j" }+ \' a
相關閱讀:
! S: _! `: f+ y; A9 `★絕對真理的內涵、架構與印證
2 [8 j0 E5 n- ?& B6 Mzh.netlog.com/aiforsc
* T+ o6 c0 r/ E+ ?& Z6 i; J★概率論:完全可能性的理論與現實圖景
  [4 s' ~5 ~7 Tauto-zhang.eu/home.php?mod=space&uid=20818&do=blog&view=me&from=space
" W8 z: A) u; |; U! ?# Z★悖論問題的統一解( _' x& ~# R# N. p
aiforsc.wordpress.com
" y7 c  g3 A! o8 U5 }  b- j★從延安文藝座談會到人類社會的未來
5 s* u4 z" U$ ablog.youthwant.com.tw/b.php?bid=55738
; M% O( v4 e5 Q1 W- B) s; b3 ^$ Z★發現號太空梭——自然演算法偉大的飛矢變換( x3 z' x: e  A* k( R3 F* A! n, R
forum.alive.hk/blog.php?uid=34187
; D- v, o) a. u★星際爭霸1的AI設計思路:以人族開局為例; m! u* h" i% l/ ]% s( N, ~7 V
justpaste.it/xingji% n' P2 ?2 I! Z: d7 Q
★諸神之戰在星際爭霸1的實現[001]AI遊戲的發端4 E* D) S, R1 B% O! M) c4 v
home.eeworld.com.cn/my/space.php?uid=4549991 m& c0 S( |) B' `
★千古同一夢,開門笑解癡——我的紅樓夢1 `$ Z7 F. W$ Q
youthy.typepad.com
( X) t9 ]# o- j; X, E" C8 Q7 e
0 b3 q" d3 u7 q$ j2 k1 _More infos, download txt files from:
, b( V8 C7 \. x# V(1)speedyshare.com/DQz9y/AiforSC.rar0 ]0 k: H& j% `, ?; W
(2)filerio.in/kw4cl2l2y3qi5 d2 m6 D- Z- @2 Y: w3 M
(3)8nlkzh.dl4free.com/en( ^4 X' H% D$ C9 D1 C
(4)ge.tt/8M7YKlk/v/0
- _, z6 D. }) @: T; s(5)freegigstorage.com/download.php?file=399AiforSC.rar
您需要登錄後才可以回帖 登錄 | 申請會員

本版積分規則

首頁|手機版|Chip123 科技應用創新平台 |新契機國際商機整合股份有限公司

GMT+8, 2024-3-29 08:07 AM , Processed in 0.113007 second(s), 19 queries .

Powered by Discuz! X3.2

© 2001-2013 Comsenz Inc.

快速回復 返回頂部 返回列表