                        ˿µϣ20051120գ

05.11.19ûи
05.11.20, ӡϷĩ߳Ϯ
05.11.20, աϷĩ1999Щˡ
05.11.20, hbchendl¶αѧѧļΪΪ
05.11.20, ˴ա۳ɽ跽ӣⷽӡۣ
05.11.20, Թ߼סϵˡ
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05.11.20, ԪѧĻˡķۡ
05.11.20, Kurtɴڻ׳ˡۣ
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05.11.20, ƫܷоƬɿ顱Ŀϱҷίȷ
05.11.20, ΰNCBI㲻㳭Ϯ
05.11.20, yanghq¶Υѧԭƭ֤ķɹ涨
05.11.20, ˮҶЩƫ
05.11.20, ̺꡶ʻķ̺塷
05.11.20, áȫ˻ᡱ롰ũNBA

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˾˵ժҵµһλСϷĩǶˡ
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ԡΣûյǰǷдǾ仰ڽ죨1110գ
ˡϷĩ23ƪר⡶ڽVSӣܾ˵Ķ
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    ѧڻ־Ըıڡʱ2005728յ
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http://env.people.com.cn/GB/1073/3576705.html

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http://www.nanfangdaily.com.cn/zm/20051013/xw/rw/200510130025.asp

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跽ӣⷽ

:۳ɽ
ѡ:Ϲ
Դ:        20051120 09:54

Ϸĩ1110շڽVSӣܾ˵Ķս֮
ܡҲ˵һս͹սڣ˵ǡܾ˵Ķ
սܷǴӲĶʿΪԼʲôˡʲôܡ

̸ⳡսһԡܡѧ۵ͬ
ɣԡսع۲Աݡ˵ҵô̹׵
˵ڽɺͷӶƵڷ֮սУͬڣ
ڷ롰ܡ֮Ҹͬ鷽ӣһԹ֮ͬһ
ջȨһ

˵֮սϽĻ֮Ӧī˾ī򡱣
ʹСﲻʵ֮ʣñ豻𺦵һʵ
Ƿǣ߲ƣǴĵߵڰסڣô
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жһйƻӦսǷӾӪ˿ѳ򣬾
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ԼĹ۲͹۵дĲɷüǡûʲô˵ģߡ
ˡɾںͼǷߵ߼ϵ 塱˫в
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ӿǸ⣬Ҳý飬Ʊ羫档

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ߣԹ߼

ϵˣˡϷĩĵ˱
Ϊçײꡱ Զĵ

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(XYS20051120)

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ѧĻˡķ

Ԫ

    ѧĻˡڡл鱨Ϸġ԰ʡѾ25
ƪ۵̫Ŀѧ֪ʶͿɿƣΣԲε
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http://www.gmw.cn/01ds/2005-11/16/content_332918.htmҲһ
ĵ漰ˮȵ⣬ҪԹע

    ɸΪ֤ˮ粻ǿԴһ˵ɫ
Դ˼򵥵⣬ǲƻģ̬Σģ
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մ߼˵ʯҲǿԴΪʯ;Զﴢ̫
ܰڵɭ֣ϼǧ꣬ʮ꣬ҲʯͰҲѭ
ˣΪʲô˵Ի̫ĺáҪʵǣ
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ڻˮվ֮ˮܱ˵ܣһ˻
ķٷȺͶ̼ŷţЧӦӻڻһ
ˮĵܣδʡȫܣ
ˮһֱɻѧܱ൱ʱڲɵ
¶ߡ

    ǲ֪Ѿ˶꣬ǴһӦòҲ֪
꣬ҹ˵һҲ̫˵ˮǿԴ
ǲġڼľˮ
δʮ꼸£ôˮվȲ£һ
ӻڻһˮⱣǵˮͻΪȷȵ¡

    ٷɣûվסŵģ෴õģ
ɵĪ

(XYS20051120)

˿(www.xys.org)(xys.dxiong.com)(xys.3322.org)(xys.xlogit.com)

ɴڻ׳

ߣKurt

ɡ԰ʣ25ֻһ̫
http://www.gmw.cn/01ds/2005-11/16/content_332918.htm

ɵ۵֮һκζѭģֻڳ̵ĲʯҲ
ǿġΪһNͿԱʯ͡ѭ
ֽĵѧǵġĿɵǴȱ
ƺ--ҲǺ˵ˣ
ǴҲ޷ΪԼĺ˵ҳһ۾ݡʯȼϵγǻۣ
ѭҲ˵ֽԶŶֲ۵ĹģУҲҪ
ʵĵʱ仯ʹлʱɻʯȼϡЩϸɵ椲Ըģ
ǡѭ˵--ûôԺɵǻԷ
֤Ժ󲻻Щʱ仯αѧĹüˣӵ
ѧʱαѧ꾡

ҲΪʯȼϿİϷȰѡ
ӹ׻ٰˮԴ뻯ʯȼϵȼۣȻʯȼѾãˮ
ԴȻҲǺöΪǵ˻شһ⣺

մ߼˵ʯҲǿԴΪʯ;Զﴢ
̫ܰڵɭ֣ϼǧ꣬ʮ꣬ҲʯͰҲ
ѭˣΪʲô˵Ի̫ĺá

Ҫңһ˵߼⣨ԭǰķҲ˵
ȥԻƺӺͳΪˮԴԱ(Ҳп֮)
Ϊϰģѭʱ䳤ˮԴҲǲġ
˱Ҳн꣨ѩģһ60-70%ǽѩֻɲ
Ϊֻԭʼۡ緶Χб󣬵
ȫůйأʲôϡࣿ

а֪óһƾĳʶժһʭ
ӣ֤ժɾ

1.ƾնЩ̫ϣҪǲ£ǲǹ¶
ȫůΪ̫ЧӦνأ

2. ΪκλԴԽ࣬ҪԭԽ࣬
ҲԽࡣԴ൱̫ϣضظգ
ʱɢȽǱȹ̡Һ̬صĵ̬̫Դ
޷ĸʲôɢҲαȽϣֲ
̶ֲ̫ܣЩ̫ܳᱻɢǷɳ
Įһ±ȽϺãЩ

3.ãã̫֮УɢȵΨһ;ȷ䡣ȷĹֻ
¶йءһۣΪ˼ǿɢֻߵ
¶ȣ£ֽ̬ѣְЧˣ򼴱¼ȣ
书߶٣

4.ѧ似ĽָۣδĿѧܹ
ѧɡȷѧɶϵһغ㣬ȶ
˻ͬΪĵɢֻ¶йأΪɢ
޷ʩӴӰ죬ôǶѸƷλܱЧܱȽϺã
򻷾ųһЩɵٷЩȡ

5.ֻһ̫ӵʵΪõԴ趨һ
Ȼޡһʹõܹܵȫ̫
ܣ˵ܽܵȫ̫ܾһα
ǲãɳĮȴֻǱȥˣ

ɿһε飬ʲôͳ
гûΪ˼ڡˡ
ҲȰĶͣ

xj

ﲩʿѧĲһдÿ

ΪԴޣԴޣҪϸ㣬ܳչԴˣ
һ㲹䣺޵ĲԴԴе
һҪ˵ǣҲֻһ̫

һ㶼ûʱո̫̫Լܱô
õú̿ʯͿ˵Զ̫ʵ˵ʯͲԶŶֲת
ģˮ磬ܵȾǶֱ̫ܵáЩ㲻ã
ԼҲûˣġ

̫ΪԴԴԴ޵ġԴԴ
̶ڷߣǶ̫ܵõЧʺˮƽҲߡ⿴Դ
ģҷչǻƵһἿ

oztiger

ǰ׳ա

Щ˿Щ˷ЦǺֺЦ

ûûˮˮģҿ̸ˮѭ

Ⱦ۱ࣿ

Ϊ˼ǿɢֻߵ¶ȡܲЧӦ
ô£Ҳû˵ѣãϣѹֻҪÿ֡

ɵĵ¿ࡣҪǻᵣǰѻɽŪϨ
óѴǿܵĴ󺣲ᳪˡ 

Yush

СѧȻûѧãɾȻܡʿ

eng

(ѧ)*(һ֪⣫ַ)αѧ

Latino2

˰죬ԭ

Ҳﻵ£ ֱ˵ˡŴ̫
..... ѽѽ, 

Ŵһģû ǸýȻ֢

ǣ ûҸĸȺ ۩

ﲩʿдŴ˸ ۩ϵΣӴѩ棬 ѩ
泶ҽ۩ϡͿ˵󣬴˲˵ ƬкѾƽ
ʱˮ.....

Դ˵ 岻ɶ Ҳá

Smashedmouth

ۡҿѧѧҪһСȥӣ϶һʦ

Yush

ɱоƻơ

Kurt





һ

(XYS20051120)

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һ֤пΪʲôûѧԽѵķ

ǽ

˲ѧϰѧģѧ֪ʶͣѧˮƽ
Ȼȷ֪ѧ֤Ͻģÿһ֤Ͻ֤
ɣôһ½ڡˡϵһƪ¡
ԭThe Prime principle In Clusters And Nanostructures 
Chun-Xuan.Jiang߼ƪԭֻժȡһΡ

Why we have five fingers. We suggest two principles: (1) the prime 
principle and (2) the symmetric principle. We prove that 1, 3, 5, 7, 11, 
23, 47, and 2, 4, 6, 10, 14, 22, 46, 94 are the most stable numbers, 
which are the basic building-blocks in clusters and nanostructures. 
The prime principle is the mathematical foundations for clusters and 
nanosciences.

Why do we have five fingers? We suggest two principles [1-8]:
(1) The prime principle. A prime number is irreducible over the 
integer field, it seems therefore natural to associate it with the 
most stable cluster in nature.
(2) The symmetric principle. Cluster of two stable prime numbers 
is then stable symmetric system in nature.
According to Euler function and stable group theory [3, 5], we 
have 
2P1 + 1 =P2   (1)
If  P1 is the most stable prime, then P2  also is the most stable 
prime. For example, 2x1+3 =prime, 2x3+1=7 =prime, 2x7+1=3x5 =no prime; 
2x2+1=5=prime,  2x5+1=11=prime, 2x11+1=23=prime, 2x23+1=47=prime,  
2x47+1=5x19 = no prime. From above calculations we come to conclusion 
that 1, 3, 5, 7, 11, 23, 47, and 2, 4, 6, 10, 14, 22, 46, 94 are the 
most stable numbers, which are the basic building-blocks in clusters 
and nanostructures. Trigonal, tetragonal, pentagonal, hexagonal, 
heptagonal, decagonal, hendecagonal, 14-gonal, 22-gonal, 23-gonal, 
46-gonal, 47-gonal and 94-gonal are the most stable clusters, which 
are the basic building-blocks of polyhedra. 

λthe most stable numbers, 1 ,3 ,5, 7, 11, 
23 and 2, 4, 6, 10, 14, 22, 46.Ȼ˹ʽ1ָIf P1 is 
the most stable prime, then P2  also is the most stable prime.Ȼ
˾ʵӣFor example,  2x1+3=prime,  2x3+1=7=prime, 2x7+1=3x5 
=no prime; ţô£Ϊʲô2x7+1=3x5 =no prime;ﲻ
ѾǰĻIf P1 is the most stable prime, then P2 also is the 
most stable prime.֤αΪֵǽţǵĽ
˾䡰From above calculations we come to conclusion that 1, 3, 5, 7, 11, 
23, 47, and 2, 4, 6, 10, 14, 22, 46, 94 are the most stable numbers
ôûļ֤are the most stable number
һ֮ʲôϵأ

ϵ֤˸о߼ǻҵģȻˣ˼ά壬ֲ
루ûǮԺڼˣˣûκ˻˵
ʲôҲû˺κ˵档ƫƫҪҪڱѧ
ġ˵ġավ£ⲻӵ

˶ġΪʲôûѧҳ⽯ѵ֤
Ҳѧѧģǻ߼˼άһУҿ˵˵
£ȷʵҪѧġ

(XYS20051120)

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ƫܷоƬɿ顱Ŀϱҷίȷ

λ: վ > վ > ί > ̬

СƫܷоƬɿ顱Ŀϱҷί

2005-08-03

728գĴʡίпԴƼι˾ƫ
оƬɿ顱Ŀϱҷί롰شƼԵ
̡ Ŀר3000ԪĿѻСӢ
רʵƷչɿֻϳʹöĵز
Ʒǰ

мίҵչƣ

http://www.my.gov.cn/MYGOV/150643018674733056/20050803/43674.html

(XYS20051120)

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㲻㳭Ϯ

ߣΰNCBI

ûһܷһʱ,Ҳûй˵ܷۡ.
³ʥνѧ¼ҵĴ¡,Ȼ³
ˡл񹲺͹ȨеĳЩ˵νϮ.ĺ,
νϮ.øһ˵ɻ.
 
"XXXX20055ڵ110ҳڶε4-8е£

磬50ͼ־ľ39100еľ59ֱܵġ
Ҳ˵ġܷͳƺƵ
һΩҲؼܴһŽټ֣֮ĺȻ
ɲν¡ϡѡ١ͣʼڿɿ֮ڷ֮ں
֮ڶ֮ռӶѭͬԤ֮룬ɹ٣ɲν
ܺͼ־59ڡͼ־УκԴп˵
ܷɴޱס

ġй˵ܷۡеݣ

50ͼ־ľ39100еľ59ֱܵġҲ
˵ܷͳƺƵһ
ΩҲؼܴһŽټ֣֮ĺȻɲν
¡ϡѡ١ͣʼڿɿ֮ڷ֮ںú֮ڶ
֮ռӶѭͬԤ֮룬ɹ٣ɲνܺ
ͼ־39ī𡷣ڡͼ־У
κԴп˵ܷɴޱס"
----³ʥνѧ¼ҵĴ¡
  
Ա,ȫͬ.ų,Ҳǡ
ͼ־еԭ,Ҳͬ.Щֲǡͼ־е
ԭ,ҲЩֲǶ߶ؼ.ЩнṹԵľ
,Ƿհ,Ƿ㳭Ϯ?ЩṹԾڵԭ
ȫͬľӦӦ"ؼ"һ,?Щṹ
Եľ֪ʶȨ?˵ļ,һƪԼо
,޳м,,Լо,,
㳭Ϯ?

³ʥνѧ¼ҵĴ¡
,жദ.ȻҲų³ںʥڶ꡶ͼ־,
һʹȫͬӵĿ.ʵʹǵ˼άȫ
ͬ,³ֻҪڶԴнṹԾʱԼ޸,»ͬ.
вֳϮ֮.

ѧУӦöɻѧרŵĿγ̻ʹ
νϮ,ν,Ϊ.

(XYS20051120)

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¶Υѧԭƭ֤ķɹ涨

yanghq

ǳϲ˿ǱˮԱտ£ṩɹ涨

ݡԺ֤ݵɹ涨ھĹ涨

 ʵ֤֤

һ֪ʵ
Ȼɼ
ݷɹ涨֪ʵճ鷨ƶһʵ
ģΪԺЧĲȷϵʵ
壩ΪٲûЧþȷϵʵ
ΪЧ֤֤ʵ
ǰһģ壩෴֤Ʒĳ
⡣

Ȼһһģ壩ݣ˿ͨ
෴֤ƷǵڶȻɺͶ޷ͨ෴֤Ʒҽʳ
¼еʵ漰ΥȻɣ˽¶һΪ֤ΪԺо
ҲȻӦֱӸݿѧԭȷϱĽ¶Ϊɶԭֺ
ԺȻûоҹ֤ݹ򣬴Ӷ´о

ףվԽԽã

(XYS20051120)

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ҶЩƫ

ˮ

ҶڡҲΪˮӦǸһУǿ
ˮΪϿҸڹΪ
ԺİְֻΪ̨ûиݵġ˵һ⡣Ҳ
ûΪֻǿ֮ˮרңҼַ
ΪȺΪûиİְΪ֤ԣ˵
ʵؿ⡢о۽ϣͿ࣬Сʹ
׼ȷʵʽжϡ˵ǲȷġߵĻ
˼һһǱˡĽͣ
ֻҪ˵ߵ˵ȷˡҲ׼ȷʵʵжϣ
ǣΪ˵˵Ҽ˵ȷʵʷʵ

沢з񶨻ڼ˼Ҳû˵ڼ
Ϊ׵ĸְλԭ򡣷Ҳô˵ʱ߹ٵĺȫҲ
٣Ȼվ滰Ļȷʵࡣһ
ѧʶ˸Զ޿ɺǵġЩϵλһ
˸׳ɹҶ˵˵Ʒķӳ
͸׵ĵλûйϵġҲ˵ǣҪǿǣ
ˮרҲҾлƷԭȴΪǲ߱
ƷѧʶЩΪûлļ֤ͥǲ


Ӽ˵ϿȷʶûʲôرѶȣΪڽ
ǰѾίкܶˮϿйѯǺ
ġйϼأ2030ΪƺˮӢŲ
ˮרҶݻƺӵɳȷָƺӽӽڡˮ
ӶɫձˮרңҲҲѡˮⲻɳ̡
ɳ޷ȫ̹ʧܡ˵Ͽ̵ǰߡǿڿ
˵ʶ͸͸ύʱġƺӹ滮桷
УϿӣ齫ӵصƵϿ100İ
ͬ룬ʱÿһѧˮˮˣ᲻֪Щ
Щ涼סԣҾõʱϿϵʶѶ
ڼϵԭˣΪ˵Ļ
ڡʵؿ⡢о۽ϣͿ࣬С
ˡ׼ȷʵʽжϡ˵ʵӦ
塣

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ʻķ̺

̺

1News TeasesҲûпκĵרҵ鼮֪ûר
뷨ԼַˣΪ׵ں浥ԭģӡΪ
ĶߣȫҾٵNews Teases˼дƪµı
⣬ǷϷĩı༭ͼְҵط⣬ʲôϽѧ
ûжá̺ĶˣȻܴпΪNews
TeasesгŪڵ˼һ˸ʰ·硣⣬Ϊ
Ȩ˵뷨ףβһ׼뷨׸ĻſԷ
ɡŽĿԤ桱

2Action NewsNews TeasesһˡжšΪȨ˵뷨
˿̳мѱʾɣΪ뷨סΪԷ
ʵšΪ硰жšԭͲ˵ˣ
Ȥȥӿ
http://www.tampabaylive.com/programming/callforaction.shtmlصƵ
Լжϡ

3Avoid pandering to lurid curiosity˵Ӧ÷ɡ⳴ȫ
ǴġΪʲô˵panderingõúܰأţѧӢʵ䡷
ʵĽͣgratify or indulge (an immoral or distasteful desire, need, or habit 
or a person with such a desire, etc.)ȫǱʣ
ʱָǡŽ磬Ķΰգ
ڻⱾ۵㡣Ű¼ýıȵȻԳΪ
˵ֱܱpandering to lurid
curiosity

4̺Ȼ筵ġ֪ܷ˿߾ٸӣ˵
Ǯε¸УʲôʱΪ֣ĸΣûйչֵܽõ
ûиھӾǮûľʨͷ򵥵
˸筳ԣǿȥ³ѸţԱһ£ǮǲǸ˽
ˣһĿȻ顣

5ֹһᵽ³ѸְԴҶԳ㡵
ڣ³ѸнˮҲ飬һЩ͸¶ĹȤ
ȥġΪдʦһڵнˮȴܾѧΡ
ʳ֮»֮£κʷʱڡκᶼΪ˴ĻҪ

6־ĶʲôˣʲôЦȫ13ˣֵ²
ʮ֮һǳ㡡Ǯ飬ʲôˣȥץ
ʣжϵǣ̺Ҫ죬пյʱ޷
ʲôӡ

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ũġΪ롰ȫ˻ᡱġٹ塱ֻǶ֮΢
ǰУܲ˼

ȫ˶ᡱʼ1959꣬ǵʱƶƸ߶ȼƻ
߶λĲڹƶҳڱΪǲ
򡱣гɼȡƳΪչʾҪڣ
ۡ徫Ҫֵ˸߶ιܡϸļƻ
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ƣȺ뾺֮䣬Ҳ򾺼߶б1987Ϊ
Ⱥ˾ȺѧУľѲ1000ң
Ͷ򾺼ķþ2.6Ԫ󳬹ͬձ1000Ԫ
1.1ԪˮƽȻйѡȺˮƽߣ
¡ķչ£й˶ԱȷʵȡĿ
ĳɼ1960ƹ˶ﵽˮƽ1980콨
߼¼йŮšڡɼ˻йӻöơ
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̶ȡˮƽй൱ĹңȴΪþ޴ٹ⣬ϴѩ
һٶǲ򡱳ƺšʱйҪֻСٹơȡ
õɾ͡

ȥŵ˻ϣйȻȡûԻͳɼȻйӵʤ
ȴֶƽҪһԪȡһĽǷֵҲԽԽǿ
ɡִǰй˵ĸѾʮü꣬һ
˵ʱУᡢѾԡ̵ı仯й
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ߣйȷʵҪ֤չԼǿ徫
ιܣȷýңгỷ£
йزȴ¢Դķ䣬־ٹƲƽҼ
𸯰ܡӦ硰顱عڲ롢Ϣǿʵ
λʱҲ

ڡܷΰáȷҲ޿֮
Դˣ55ĺ鱦îʹũţԼʵĻ
𡣵ȻţԷȫȤǳڶԹչ
ġƶȰšʶ̽ȫȻڸȤ֮٣
ȻҲ˵1993ڣîʹѸ
13죬𽥷չ塢磬ģ׳60֧ӣ
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ͳƣʱǸ34죬ɽ˺״곣
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ҪǣӦſԴ¢ϣѵصӡתȺ


ʵˣ෽涼ӦˡӦܷ
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