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          ʾڣ׿֣ʵߡ

    ڷɻϿһ˿Ķġָϡй㲥ӳ棩
20074ڣΪָϡʵ󲿷ڽܵӰÿ
׫дġ׿֣ʵߡһģһƪճ
1997дġӰʷеһ¡׿֡Ӱʷ
ֻϷοѡǹ£δἯ档Ҳ֪
ָϡǰǷ񻹵ǹ£Ƿлҵй¡༭
ԼԣһԲͬʸΪءԵٶʿͷϣ
Ϊʿǲȥǲ־İɡӣ

׿

                             ӡ

ݻ˾ϰ˵˹ͺԽƬ˵Ӱ
᲻üʵҪڵѡƬ׿ָΪⲢ
˵׿Ҳ᲻üʵۣһЩƷȫ
ɾĵӰ硶֮⡷汾ֻԭƬһ
ٶʮ֮һ׿ֵǣЩɾĲ֣᲻ö
٣ȫϸıҪǣʹݣ׿ҲҪ
֮ǰûôģֻһġ֮⡷ⲿ
Ӱܹʮ죬ʮ˺
äŮһϷ׿òʧŮ·
ɸ̣ûϵ˵һһ飬ĵʮʱ
׿ҵһĽ취ᴩͨӵĽֵһͣ
·ߵĽγסˣ߲еȥγһų
еϵŮ³ŵΪǽγˣ
һ仨һǮ˵ʹ˿ʼЩĵĽƬ
׿Ҳ౨ϵĽƬԽԽ࣬ˣ꣬׿
¹Ӷľ׿ЩƬ٣Աڳطλһʮ
һֱ׿ֵӰʦ޼ææȥ׿ֱѶЩƬű
֪¼׿ֵıݵÿһ߽Ƭΰҵ
壬Ǳġ

׿ԣӢŵѲݳؿж
ӰһӰƬŮʮӰ̳
ģƬȴָÿһƬ󡶳֮⡷һǳʱ侫
ϸĽЩϵĽƬҪеİ汾׿ֵĽġ
ûһƬ̻׿˿̵Ĺ磬׿֪һ㣬Ե
Ӱ̳һʼʵƬƶȣ׿ϾͶȥԼƬˣ
˹ͺ³ڶƬ֮ǰ׿־˼˰ͷǣҵ
ֵκԱڣ͸Ƭǩ˺ŵĸߴһ
ԪƬͬƬȻò˥ÿһݵĵӰ
Ʊȡþ޴ĳɹһλˣԶΪʽȱ
ϵĶ֤ϵĶԲκԼ
Ƭ˹ûôˡ

׿˵ӰԶȵӰҪЧҲʹ
ǿؿܵӰ»ĳڱ˶ƬʱȻ
̵ĶƬֱ꣬ƬʱѾ˽ʮ꣬Ƴ˵һ
ƬԽǡڣƷġӡʱΪĵһƬ
ʵϸƬֻһСʱڣƬŮɡ
֮߸ֱʮĩŷУڱһӵƬƬ
ʱȻƬġ֮⡷ͣ
ġĦʱһ֮Ƭӳ˰ꡣһֱ
꣬ƬѷǳˣƳ˵һƬߡ
Ƭ϶ƬЩƬеò֣ĳ
档׿ʼƬĴʦ䴴ʵ֤˵Ӱĳɾ͹
ȡǼ

ɡ˵׿ǵӰΨһţϷΨһţ
ȻԼˣ׼ȷ˵׿ǵӰΨһĳݷ
šΪˣÿһԱࡢԵݡֵƬһ
ⶼǲĽԽǡ֮⡷͡Ħʱÿһ
ȥѡʮӰƬĺƷߡ̨
ġ͡һŦԼѲƷݺᣬȴȻǲ
ɶõĽ

Ӱʷϵţ׿һҵͯꡣСʱ
׾ĸӡĸ׿ΪһȾʧ뾫Ժ
׿ֺ͸׶ؽͷͽ˹¶Ժĸ׳Ժ׿ָ
Ѳرݡһ꣬ĸһݳʧںȥ׿
̨ĸ׳һ֧衣ԴУ׿״ݳ

һʱ򣬹Ƿ׷װǮֹ̨ͣ質˵
ҪȼǮٳ衣˺ôЦ̨̨ҼǮ
ҪǮռΪСҰ뷨Թ˵˳˸Ц
ǵ뿪̨ҽŵʱЦ͸ˡֱǮĸ
ףҲŻص̨Ѹ質ȥҾڼһڡҸڽ̸
裬һЩģ¶ģĸ׳

׿ֵһһ̱ˡһһֱ̨Ϊ
ҵĺӡС۹⿴磬Ҳаͷŭ
׿ЩʫһĵӰͲǴϲ硣ĦʱжԼѹ
ԵĿߣߡкƽɵĲ̨ġж
˵̣һŦԼжҵĳǺ
ӰǳȻҲӵһĶˡ

׿Ӫξ˺Ķ˶ʵʵ硣λ
Цɱ˺ĻΪӰ񣬴ĳ̶ֳ˵
ҲǶʮ͵һ˸񻯵һһһһЦ͸ÿһλ
ͬҡͬĻͬ׼ͬĹڵġڻֵȺǱ
¶һԣñעĿʱǱӣİǲǣ
ɱĶǱݻ٩ΣڱҾ


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˹ŷ޶ȼʱ׹
ɾܾ뾳þݣδʿ
꣬طܰ˹ر̨ġ
һƬ˹ֽƬڣƷ
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ȥ

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Ԥ棺̨󽫲ƾʲôҽ

Ŀ̨Ƶ

ʱ䣺55945ײ6915ز

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¼ĵ

ߣ
(ַhttp://www.changhai.org)

û뵽һ¼Ҳĳϵһ̽

һ (ʱ䣬ͬ)ڷǿջת˼ƪйس
¼¡ЩµĽܣ¼ĳѧҵõı
ͨƪѧȷļαġѧߡɱ˰Ϻ
ڵĶһУΪѧѧоĵķѧߡ
³˿վ¶ѧѧоڵ֮󷢱һ
ʾѲ֤²¼뿪ˡ

·Ķۣһֹ۵ΪһλǳȰ
ˣֻΪܻһоѧų²α
ݡѧѧоҲʾǸṩѧĻᲢǿ
ѧߡݣǷֳµСȷʵЩ뷨ý
ʱλϺ̨ĲʿʣΪµ
һЩȽӱ˼桱йý廹ڳµġѧߡݱ
֤ʵα֮ѧнΪ¡дĵһˣ
Щ۵ǿȡġýҲԮԼĻ˵ôȫΪϲ
ѧһ⣬ϣѧĵ˷һо

Щϵαһ(±Ҳѳ)
֮ڳ¾ǲΪϲѧһ⣬ϣѧĵ
˷һоαݵģ¾ǲǡдĵһ
ˡԼľǲСȽӱ˼롱Щ⣬һ
ֱûжۡشЩĹؼȻڳµġЩнϸ
ѧˮƽԭģôĴ𰸾ǿ϶ģһĴ
Ҳпǿ϶(ȻⲢζαݾͱú)֮
ҲˮαôĴ𰸻ɷ񶨵ģһ
漰ġ߶ҲáƤ֮棬ëɸ

һհڷǿջṩ˳µһƪµַ
ƪµıΪCosmos Naturally Evolved to One Time Dimension and 
Three Spatial Dimensions¼arxiv.orgΪhep-th/0605248
arxiv.orgǹѧҪԤӡݣҲɵöԳµı
Ȥһ£ҷܹarxiv.orgύƪ¡һƪ
ıΪThe Cosmological Constant in Brane Cosmology 
(astro-ph/0512058ĹΪһߣڶߵӢΪ
Duoje Jia) ǰдһƪйһĿ¡ѧ 
ԳƼĤۡ 
(http://www.changhai.org/rssindex.php?url=contents/science/astronomy/c
osmo_const1.html)һȽϤҾһƪ¡
֮ҷƪµҪ۵ȫŷ޺ĵѧ C. 
Schmidhuber ǰ (2000 ) һƪ (C. Schmidhuber, 
Micrometer Gravitinos and the Cosmological Constant, Nucl. Phys. B585, 
385, 2000) ļƪ¡SchmidhuberЩµĹ۵ǡ
ѧ ԳƼĤۡһĵƪ 
(http://www.changhai.org/rssindex.php?url=contents/science/astronomy/c
osmo_const3.html) ؼԽܵġ

ɢ鿪ʼʻˣƪĶԣ¼Ȳ
дĵһˡҲûСȽӱ˼롱α
ݵĿģҲжΪǡϲѧһ⣬ϣѧĵ
һоΪƷо
Գƺϲѧ

ЩǣƺǺܴɵؽҿƪġࡣ֮
˵ǴɣΪSchmidhuberĿѧֻһ
֮˵ǡǰܹSchmidhuberۣҶ
ѧһϤȣҲδܿµġȽӱ˼롱Ժ
ƺһɲĹ£ǡýܹSchmidhuber
ۣ³ϮǡSchmidhuberۣǱҿˡ
ϸһ³µ£ȴһϲǾƪ
ṹ߼ҵġѧԳƼĤۡΪơΪ֤
ʵһ㣬Ҷƪµɶ˶Աȣֳµд
ȫǶƪӦķ룬µµ6ҳһ
ܳĶ䣺

The rise of the superstring/M theory and brane cosmology enables 
the physicists to be free of the fettering of the 4-d spacetime and 
provides a whole new visual angle for the CC problem. To know what can 
we see from this new visual angle, let us recall the main line of 
deduction on the CC problem: SUSY breaking at TeV scale  the CC 
bigger than the observed value by the orders of 60  the radius of 
the Universe at the order of the millimeter. In this reasoning, the 
estimate of the SUSY energy scale comes from the synthetic analysis of 
the experiments and theories of high-energy physics in existence. The 
notably downward adjusting of this scale will make it contradict with 
the fact that no superpartner was observed in the high-energy 
experiments and observations, while the upward adjusting of this scale 
will increase the predicted value of the CC, making it further deviate 
from the observations. It seems that there is no room of the energy 
scale left to accommodate the ZP energy density corresponding to the CC. 
However, an interesting question rises as follows: Which part of the 
space do we refer in high dimensional theory when we talk about the 
space curvature induced by the CC? Bethink of this, one can readily 
find that an additional assumption implicitly assumed in the above 
deduction line: The space curvature induced by the CC must appear in 
the observed Universe we live in. This is certainly true for the 4-d 
theory since obviously the default space in conventional cosmology is 
nothing but the 3-d space we live in. The situation changes, however, 
in brane cosmology in which the space has the dimensions up to ten. It 
is very likely that the curvature can occur only in a part of 
dimensions of the whole bulk spacetime. Specifically, the CC problem 
can be solved by imaging that the curvature induced by the CC occurs 
only in the EDs while the whole observed Universe remains flat. This 
is so because a homogeneous energy-momentum distributionthe CCis 
not puzzle by itself whereas it is the observable space-curvature 
effect thereby induced that is the problem what we must face. If this 
scenario is true, then the most sharp discrepancy in the CC problem 
and the problem of gauge-theory scale with the observations mentioned 
above can be well eliminated.

ϸ΢䶯罫۸Ϊ superstring/M theoryʡԲ
Ӣ롢Ҳ˳ѧеʫ⣬ֱڶƪ
ĸķ룺

Ĥ۵ĳѧǵ˼·ԽάʱյΪ
ѧоṩһȫµӽǡôȫµӽ
ʲôµĶأعһǰͼóԳƽѧ
Ҫ裺

Գ TeV ȱ  ѧȹ۲ֵ 60   
뾶ں

УԳԳȱܱĹиʵ۵
Ϸ͸ܱ꽫δܹ۲⵽Գһʵʵìܣ
߸ֻܱʹѧļֵ󣬴Ӷƫ۲ֵӳԳ
ȱܱ굽ѧļݵӳۣѧ뾶ļ
ݵǹۡЩ漰¶õģ
ȥûʲôԵ©ǴĤ۵ĽǶȿȴ
һܴĶٶνʶ®ɽĿֻԵڴɽС

ٶһСѧ֮Ĺȷ
۵Ҫ󣬵ǣ̸۵ľһֿռأ뵽
һ㣬ǲѷĶٶǣѧ
ʳǵĹ۲Сԭ⣬Ϊѧ
ռ䲻Զָǹ۲⵽άռ䣬κʵȻָҲ
άռʡĤпռ乲оά֮࣬ʹͬˣ
ѧµֻڹ۲άУ񲻾û
Ҫ֪һȵıֲ-ѧ-⣬ɴ
µĿɹ۲ЧӦڣѧ
ʹֻڹ۲άУѧĲ-
۲֮ì-Ҳͱˡ

ֱԡѧԳƼĤۡĶ仹кܶ࣬Ͳһ
һоˡȷǣⲢһɲĹ£¶
Schmidhuber۵˽Ҫҵƪաͬǣƪ
зǳȷظ߶ߣ

2000굽2001䣬ŷ޺(CERN)ѧC.Schmidhuber
һǳʵĹ۵㣬ΪеȻṩһ˼·ҲΪ
ЧѧȻСȴΪһ۲ṩһֿܵĽ͡
۵ǱҪܵݡ

ܵĹ۵ΪSchmidhuberۡµġġȥ
ʾ˵ؽSchmidhuber۵Ϊ[עһ]
ƪѧ۵SchmidhuberģĽṹ߼
򲿷ֳϮҵĿƷһƪα[ע]

̾Ϣǣҵվڲ̶̼꣬ȴҵĿƷN+1
α˳ϮˣҳӦ־ԼѲ׫дաһ
׷ٵᷢԼѲԹߣǴ˴¼оȵĵط
֪̫СˣǳϮ̫ˣڡѧԳƼĤ
ۡһĵĩβдҵһζSchmidhuberʱ
˽һ۽ܸڶߵ뷨һ뷨ڸʵˡԸƪ
òֶ߶ѧȤû뵽ȴȤ
ⲻСѧʱġʹĹ¡ҵǸ²ò
˵ӿ˵ڹڴӲ֮£˳ű
ӡȴò̾ϢĶܹҸ
ϣԼĹȴӡ

¶дŦԼ

ע

[עһ]µȫֻһᵽSchmidhuberĹ(λҲԡ
ѧԳƼĤۡ)

A conjecture, given by Schmidhuber, suggests that in superstring 
theory (specifically, in higher-dimensional supergravity) there exists 
such a solution that the SUSY on our brane breaks at TeV scale while 
the SUSY in 4-d supersurface outside of the brane, which is away a 
certain distance from and parallel with the brane, remains exact.

λȻᵽSchmidhuberĹ(ֻSchmidhuberһ)
֮δĵ۵һ𣬸˵ӡǳһidea
ߣSchmidhuberĹΪidea֧֡

[ע]ǿջһλڱо˳µһƪ
(hep-th/0605248)ֲϮA.KarchL.Randallhep-th/0506053
нͬߵ¼ƴյĺۼµƪΨһδ
ƪ(hep-th/0412171)ĵڶѾΪ²ɶԼ
֡Ȼֻжһƪ£ƪ¼пȫ
α

(XYS20070503)

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Ҳ̸ţաţеġţ̵ס
	ȵ-1IGF-1ְ֢

ߣRenzhuli

ڹ⿴ڵ²Ʒ·ֵıĻϲǡʵ
ʱ磬ʱǿЦãʱǱ磬ʱǻŭΪ
Ǳʧʵ٣Ҵ꣬ƭȡҿѧе󵼣
Щĵȱѧ֪ʶŹ棬ˣý壬רңѧ
ߵϰա廨ţ ӦоУΨͼĵ
÷зţ²Ʒաţеġţ̵ס OMP
ǰойصĿ⣬ûмţ̵סı
йصĹѧҲûⷽϢǽһ·
֣ûƶôõϣӡ
˿϶ӵ˵£ɴǵײʲô·ֵĵʣ
ⶼ֪ȵ-1IGF-1ֻ˸ƶѡ
õ÷ȨڵϣҪѪҺУ󲿷ɸϳɡ
70ᣬΪ7649ҲΪȵ-1Ϊ
Ŀͷֵͬһ㲻ȵ-1Ǿ
ͬ칹塱ˡֿԼССҶҽѧоУ
û

µǳһ࣬еıֽ߻ɷùţ˾ϯѧ
ĸxxδţ˾κγ»˵Ĭ
ţ̵סǡȵ-1ˣͺءΪ
ȵ-1IGF-1ְ֢ѪҺIGF-1ߵˣ׻
Ƥϸ1217 ٰ318⣬ǰٰ (4-8)
ΰ (10-13)ͽ᳦ֱ(14-16)ܻ߻װķգ19
ţաţ̾ͻֿԡһǰţ˾
IGF-1ȱʽͨڷνáʵʽ
ǲɣţ˾û֤ģIGF-1˲ǿܶȣٽ
ӵãʹôĶ飬ҲûеõȷĽ
ܶ˿ܽǰٰٰΰ᳦ֱǴ
ҽѧоɹ֤˵ģԼܵİװͼıƺˡڶ
Ŀǰҽѧ֪ʶΪģȽţ̵ףIGF-1θ
⣬ᱻսѪҺУٶ֮
ˣģôνġţֻ̡һЩᣨһЩ
СƬΣѡͨţȫһǣաţ̶
к棬ǧܹˣҪϵƭ

дҪţ˾ϯѧĸOMPǡ
ţҵĿԱֲġһ·ֵĵʣǵĻ
İɻṹIGF-1Щһ֪Ȩ
ǿԱܣרIGF-1Ǽʮǰͱֵĵʣ
ΪʲôҪƭߣص°ãΪʲôֲֻ᣿
ڡѧϵƪйIGF-1°õ£1998£4Ǿ
ǰ£ҪǲܲһдIGF-1°
£мƪойΪ (8, 11)Ƕôо
ȴӶֻ˵ߡǵĿѧ֪ڣ
Ϊͨ˵ֺڣЩͬҪ÷Ȩڡǡţ̵
סרίԱԱйũҵѧԺϢΡũҵ鱨о
ʳӪѯίԱ᳣Ρƾѧʶ͹
ţ̵סIGF-1ӦָơΪʲôҪ
ܣӰϸֳֻ͵̣@°ã
ġƹϳɴлǿܶȣٽӣӻ˥ϡȴ
ҪܣҲߣĿѧǧټƼѪҺ
IGF-1ˮƽԼٻ֢Σգ914 18ȴţӴ
IGF-1ˡ˼

ΨͼٳܣǷǵߵ޹ƽ̸δڷΣ
У人ҷԺФͶȰо
˴ڱΪ潡ĻУҪԺá
Ⱦȷ¡ٿƲҡСԳ
Ϊ١ɡ

󣬻ҪλѧҺţ˾ȷ˵OMPһ
ֵĵʣIGF-1ǲԳ壬һˡաţ̣
ֻǰٰٰΰ᳦ֱƾǵ²Ʒ
ʹĹҽѧ߾Ȩţ˾⡣죬ɲǶϷ


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2	Jerome L. et al. Deregulation of the IGF axis in cancer: 
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3	Yu H. et al. Joint effect of insulin-like growth factors and 
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prostate Cancer: a population-based case-control study in China. 
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Cancer Epidemiol. Biomarkers and Prev. 14 (1):195-203. 2005 Jan
10	Yu H. et al. Plasma levels of insulin-like growth factor-1, 
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circulation Insulin-like growth factor system in man at increased 
colorectal cancer risk. J. Nutr. 137 (2):379-83. 2007 Feb
15) Giovannucci E. et al. A prospective study of plasma Insulin-like 
growth factor-1 and binding protein-3 and risk of colorectal neoplasia 
in women. Cancer Epidemiol Biomarkers and Prev. 9:345-9. 2000.
16Giovannucci E Insulin-like growth factors and colon cancer: a 
review of the evidence. J. Nutr. 131:3109s-20s. 2001
17	Renchan AG. et al. Insulin-like growth factor (IGF)-1, IGF 
binding protein-3, and cancer risk: systematic review and 
meta-regression analysis. Lancet. 363:1346-53. 1994.
18	Furstenberger G. et al. Serum levels of IGF-1 and IGFBP-3 
during adjuvant chemotherapy for primary breast cancer. Breast 
15(1):64-68, 2006 Feb.
19	Zhao H. et al. Plasma levels of insulin-like growth factor-1 
and binding protein-3, and their association with bladder cancer risk. 
J. Urology 169(2):714-7, 2003 Feb.

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¼ѧַгҩҩɷݡȰ빫ڲҪ

2007-05-024:55 pm

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1.ѧ
http://www.xfuedu.org/newssite/xygk/xyjj.htm

20괴ҵ4ȫסУ6ƻרƲαҵ
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2.ʦ
http://www.xfuedu.org/newssite/xygk/szgk.htm

"ʵǧרְʦС߼ְƼ⼮ʦڿνѧ
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3.ͼ
http://www.xfuedu.org/newssite/tsg/rgzn/benguangaikuang.htm

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