                         ˿µϣ20051220գ

05.12.20, ӡʶĻƾʲôͳ硷
05.12.20, йձ硶21ͱԪɷãȨ
05.12.20, Զɽʦμǡ
05.12.20, 뿡ܡ֪硱𣿡
05.12.20, ѧϰҽҩߵרѧУУԹʤڵġġ׫д
05.12.20, ʦйũڷҳϮ3ƪ·8
05.12.20, IDʱû𣿡
05.12.20, ʡѹƻݣ
05.12.20, ǧɽӺ¼뵽ġ
05.12.20, չȴ˹̹֪ʶΪ˭˵
05.12.20, ҩѧԺ϶Ҳ̸ϺҩѧԺ¼͡ѿǡ
05.12.20, oztigerpxlzҲ̸ɻȾ⡷˵䡷
05.12.20, һסݻʯ岩ʿѧģ
05.12.20, ̸ë̸༼ת

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                      ʶĻƾʲôͳ

                            ӡ

    ׾ġĻͳΡ磿818աϷĩ󣬾˵
٣һδ߸Ƕָ֮ժ922աϷĩ
ּģԭв֮Ҳӭָ
öߵġָժȴʹ˸ɻ󡱣ڶ׾ĵͶĻ
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    һǷɳΪѧʦʵǸ޹غּ⡣׾
дꡢĳҶۡǡѧʦ𣿡һģ֪
ԼȷªšѧԭҲ˶ԼΪѧʦ
飬СӡȹйˣҪרоӡѧļô
ˡѧʦѽ֮ö߲ϼƫӡоΪ
о˽⡢ʶо󡱣ĻйĻһ
֣϶ԹѧشסֶȦӵ߼
оӡĻϴĻձĻ׿гɾߣҲ˽⡢
ʶо󡱣ҲӦó֮Ϊѧʦѧʦ
񲻸ǡѧʦѧָйͳѧĻѧʦӦ
ָǶԹѧֱӵش׵ѧߣΪ˼һ˾ѧ
ѧʦĺ壿

    ڶν˼άģʽۺϵģչ壬
ձϵӽΨ֤йѧοΡѧε
˶˵̸׾Ĳûһ̸޷ָΨ
֤Ҳǹ֮Ƕ˵רҪѧΨ֤Ҳ
ǵҶ˲ɡöȴ˵ҡ֤Ψ֤˵רɣ
ԼûС治֪Ӻ˵˵ۼмǮ˵˼Ҳ
ۼҽǮΪڷۼǮ˼ڵѧ
ԳѧŷᳫΨ֤ѧ߲ټֻû
䶨ΪٷѧжѣԸöԡΨ֤Ϊ
˼άĻȴܿй
áʲô¡˼άĻӣڳɡԪ
δضܡáһ˼ά
Ļᡰáȴϣڶ˼άĻǲŽ
¡

    ĻеĻҲǹ֮ѧоһֱ
׷ݵϣ䷢չ磬ɱ档μ"CONSERVATION OF NATURAL 
RESOURCES"The Dictionary of the History of Ideas: Studies of 
Selected Pivotal Ideas, edited by Philip P. Wiener, Charles Scribner's 
Sons, 1973˶һͳķչ䷢չУ
ûܵ˼άĻӰ졣Ȼ˼е
һ֧ҪɣеԵӰ죬ܵйö
ʡҪȻά޵ġ߶Ǻ¬һ¶ߵ˼롷
ᱻΪΪֻ˽ܵйĸ
ΪǴ˼ȫΪͬʱGeorge Catlin
John James AudubonGeorge Perkins MarshFrederick Law Olmstedڶ
רҡѧߡҡңᳫȻȻӰ쵽
ľߣ״ҹ԰ϵͳöΪ˿󶫷ĻӰ죬
ơȫĻƵĽ죬ҲĶǹ
Ļ˺һ޸ݵһԸϼ˺һ
ֳӢ뷨ֻʮҳҴйԼдģ
֪ҹ˺һںδҲϿ
ѧڽйŴѧʱ̸˺һĳЩʿ
йл˶ʱΪӭйҲ̸˺һô
ɡҡΪ˺һı壬ָ롰˵ͨ
࣬ͻɣûֹйʷ϶Ȼ
ƻҲûʹй˶Ի˸бʶ
Ӱ£Ŵã衰˺һԡ׷Ȼĺг֮
壬ûййɫҲ޿ɺǣΪӵ
δԴÿԡ

    ģöйصĻΪ
ҵĻɼ鹦ڡ˶Ļ˵ģõ
ԼģǬŲƵľ磬Ȼ˿ڡԼ
̴鵤ҩΪ˶Ļѧʦ
׷ػᶨȫѧѳ3000
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йͱӢĻͳˣҵȷûǬŲƵĹҲû
ѰļᶨˡѧʦԤԼ׷ߵġָժ֮󣬻
ǿףĻҪƾʲôȥͳ磿

2005.9.23.




Ϸĩ  2005-09-22 15:36:48


߻
818ձ淽ӡĻͳΡ磿һķ󣬷١
ִһδ·϶ߡ


ĻͳΡ硷һɻĶָ࣬ժ£
һ̹Լªţ֪緽ԣ
ƫӡоؼӡоǴԿʼģ
ӡ̬ѧԭʼԡѧоشס
оɹ˽⡢ʶо󡣷Ժ
ӰνӡйĻ໥ĦںϹУĻ𽥱
µԴ͸沢֮ˮ齻ڣй
Ļһͬƶ͹йĻķٲáˣԹѧ
شףⱾѹ
ڶᵽ˼άģʽ⣬˼֮ԡ
˼άģʽۺϵģչ壬ձϵӽΨ
֤ɴ˽ۡƺˣΨ֤ǹ⣬ǲƷ
Ϊʵϵ˼άѧϵ˼ά֮
ҲΪĻ͵伮ĻۺϡӦǷ֣
зúңΨ֤ǵ˼˺Ϸ
ݣйԹͲѧߵΨͱ֤˼룬ֻδ˽
Ϊϵͳۡ˵ǣô׷ϣ֤
Ψ֤˵רɣԼû𣿣ϷԵǣΨ֤Ϊ
˼άĻȴܿйã
£
̸ĻȣǹҲ˭˭ľʷ֤
һɺͷ֮񶨵Ḷ́ﵽʢʢ˥֮ʱȻ
ҪѰµͻƿ棬ľҲĪ⣬ҲӦ
йľȺ𲽽ƴ׷ϣڸ
߹·ִ˲ƣǣ񻷾йĻ
йľǱȫĻƵ
Ľ죬ҲĶǹ˶Ļ˺һҪ
Ȼά޵ġ߶Ǻ¬һ¶ߵ˼롷
ᱻΪ
ģҺɶĻлĻֵü̳Сƹ֮
ǲӦðԼĶ̴鵤ҩΪ˶
ĻҺɷѧڼ˿
ԼĶ̴鵤ҩΪ˶Ļ
ʷǺξģ
7µף纺ٿϷӳ緶Χĺȣȫ
ѧѳ3000ѵ˵йĻ޸ϵһ
Ļ壬ǴĻĹߡȻĳָ
Ρá¡ĻۺϹϢϢأи
֪йԸȥ˽ʶйΪֻҪΡáºĻ
֮ܳʵԻֻҪйĻܹУܹάϵĻ
ǿԤڵġ

(XYS20051220)

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

йձ硶21ͱԪɷãȨ
 
1.ԶȨʾȨǻģΥѧ̬ȣ
ΪǼ򵥽һĹ۵㱳ô

ԣȨֻȨϷ˲ģ
ﲢȨʸ񣬶ȨҲûжȨĺϷʸ
̸ۡȨǻġ⣬κȨζűͬȨ
񣬲ĸûʸ񱻸Ȩκ˶ĳ
ȨԷΪȨĴˣôҲȫֲȨ
ֲвԵȨӶװһжȨ
Ȩ۱Ȼ߼ìܡ
 
2. пѧĹ۵ãΪʵΪŻ磬ڸ
ĻԼٶＲߡĹ۵ô

ԣ۵һҲѧΪŻࣨǶģ
Ｒôеġ߷㹻ˣҪΪȨ
Ϊ˷ߣʱǱɱȻ붯ȨΥ
ġȨⷽҲɢ˲ҥԡ綯ܵţ
׺ẬжأɱĵСȵȡЩǺ޿
ѧݵġЩ︣߻ԼԼֳżݼɢ
Ҳ֣лڷ״̬¸׸Ⱦ
 
3. һ1998IFAWڱϺĵʾΪӦƴ
2004һݶйѧĵʾ90Ĵѧֱ֧
ڶ̬︣ǲڱ仯ôڴڶڶ̬︣ȣ

ԣIFAWˡƴ򡰱ֺĸ
󵼹ڷ˽ƴȰҰά
̬ƽֶԣҲ˸ṩֹ֡ʳ
һжʵ顣IFAWʵǰߵĸΪֺ֧ߵĸݣ
͵͵ڶڶ̬︣ȡܴ۵յ
֡ʱСķвܼٶ︣ĻԡĶԽУԽ
бҪС
 
4. ĸѧоŰ20ֻСè¼Լǰ廪ѧ
¼ǿҵķۡ˵۵㣬ǾӦ
ܵͷйûзԼôЩ¼Լô
ַɵȱʧأ

ԣ¼¼ǲеĸżС¼
ýﱣĴ˼Ӱ£󵼹ڣͼΪ
ĶȨ׼ڡݻ𰸡Ǳ
ߵĳֶΡйķⷽ沢ޡȱʧ¼Сƻ˽
ķɿԳʹڽơֻܿҽ
ܿǲֹܽġңˡ
ӦܵͷҲǳڡ˵۵㡱è۵㡱ܵ۵㡱
˵۵㡱ǲɵġϾ˲èҲܡ
 
5. ˵ǡ̽ڡΪ˵ûʹоģôŰ
ûйϵ˵пѧô

ԣȨߺĳЩﰮʿû淴ҵĹ۵㣬ͽ
չʾЩ˵̡֮˵֣£
˷֣ҲдˡԪǸлһģԼ̨ˡ
Ҵδ˵ûʹоģôŰûйϵȫ
졣ûпѧӦȥЩߣӦҡ
˴ҵж˼ôHSKӦҸСѧĽʦ
ϰһη˼룬Ķ

6. 趯ûʹоһСһ
᲻ñȽϲ̣

ԣûʹоڿѧȷ֤۽ζֻǷӳһ
͹ʵıСӵ̡Ľ˶죬Ϊ
ɱǡ̡ҲΪ˺ҽԸ
̵ˡҲֿͬΪҽǺʴȵġЩ˿ڱȽٵ
һÿ궼ҪۣѧϰɱеļӦʣ
ҲΪӾʹˡñȽϲ̡

7. ǵк۳ǡηȻܷ˵
η۵ʵʲôǲ󵼣

ԣ˵۳ǡηȻʵֻм˷
Ѿ˲⡣ηĶֻʶ壬Ȼ
ֵλûпκЧ֤ݱηԷֹǵ䡢Х
СηȻǰǶȻ񻯻˻һִ۵㣬
ǿֻֻãá

8. ˵ֻ︣Ƿ̵һʽĴֲڰ汾ô⣿й
ͳĻԴʲô̬ȣܷӦķչ

ԣŵƽȣֻѧ˵Ļϣ˺һж
ܹͬ꣬ǢǶ︣ȱϵ֧֣
Բ˵˵Ǵֲڵġ︣۵߸ǽֹһжʵҵ
ֲֳʵСڣԡձ¡ԾӣͲһ
չԼ߸죬òǨʹڵЭ޶ȣֻòȡ𲽲ʳĽ
ʽ⵼ìܣҲȻйͳĻǷ
̶˼룬Ϊԡ塱
ұȽ١硰Զҳʳ⡣Ǿ
ԣǶʹֻ࣬ҪСȥɱǿʳġ
ζѧⱵѧȣйͳĻжԴ̬ȸӦ
չйҪȺڵٽжʵĿлأͲӢô
ס

9. ôĶƽȹԴʲô

ԣʹƽȹҲֻ˵룬ܱ
ܡйػݵȮһʱ˽գҲɱˣ
ݵ˺Ͳɱѧϵװĳֳԭ
Ϊռ׷󣬺˵ʵ档ⷽй˱ϵҪԽö࣬
ΪζԴ⣬׻˼ʹϵ⣬ֻΪĵ¹
ܽʵ⡣СҲ˵ˣ빷
ˡ
 
10. ˺ͶӦʲôϵƽȣƽȣ

ԣ˺ͶĹϵڡӦε⡣̸۶֮ġƽȡ
壬ǿԳȴܳǡҲɶһ֣ôͬ
˿ԳȴܳˡǸɸıʵǿ̸ۡӦ
ε⣬̸۵ǷӦΧ̫תһ塣

ĵӢ淢2005.12.1421ͱ

(XYS20051220)

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

ʦμ

Զɽ

Щѧ硢ѧ绽ĭʦһһֳԭΣ
һһθ̾۾ʵЩȻԭӹţĬĬ
ţ൱ڱĹ̬ˮС൱µҺ̬ˮ¡
൱ڷе̬ˮƽӹʡֻԴ״̬ӹţߵ
ͬѡ

ĬĬŵҡѧߣʹõƽ澵ƽ澵עܺ
Ȼûн㡣߶ĬĬŵҡѧûп䳤Ͷ
һĮӣδʹӹ൱ȫȻҡѧɧ
ûʹлŲûҲˬȻʧΪܱȵĮ
ð򾭼áֻֻҪС

СġҡʹõǷŴ󾵡Ŵ󾵵עƽ澵
עСö࣬Ȼн㡣߶ԡҡĿǸִһƫǷ
䳤ǷŴ̴ͨǷŴ䳤˳ӹ൱
ȻҲʹҡͷԷ裺ԷŴ̴ҡף
Ϊ߲ʡԷŴ䳤ҡյȫգΪ
ʶ㣬ӦٷŴ󣬰Ŵɡʦ

¡ġʦʹõ΢΢עȷŴ
СȻС߶ԡʦĿǸ߼ˣǼ䳤
Ǽ̴ͨǼ̴ΡʦӹʮΣա
ʦԭϣǶֻۣ䳤̴
Ѷ̴Ϊϧ̴ֻͨ䳤
ʦԳڷŴĿĺպģ΢ҲӲ
ۣҲ̶á

Ҳ̫ʧ֪ʱͬˣйѾǰýʱýʱ
ˡ

ǰýʱǾӢʱƽӹﲻܳﲻƽӹһ
ضƷʾڼýʱƽӹʱýĻܾ
һһʳ¯ĭˣһٳףҲͦ
ͱ˵ĽѸʧΪ
ڣӹ޲߾ȫҡ֮Уҡ޲߾ȫ
ڳʦ͡ϧýʱġʦҪ˵ǰýʱĴʦȣ
ǰýʱķȣҲ̵ö࣬Ʒʸªöࡣ

ǰýʱĴʦڶר΢Ƭ飬
۸߶һ£һһʽԿޣԷ˼΢Դ壻һһ
ƪԿ峴Ծ׽µ޾ζʦЩ
һѵСܵ㷴ڣ

ĭҡʧΪӹŵóһʱΣȻĭʦ
ȴӹΪЦĶΣ֮գǡԭα¶֮ʱ

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֪硱

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ģϰߵؿ˿ýһ
λǰæ¹ƸαᵽͷǳǷ
ġתһ£ԭձ糤1938,
Ĵ֮һ,»硢硢ýУ
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ѧʱںϵͬѧϵȽϺãһЩйصĶʱ
ϲйܿʱһᣬй2Ǹˣ
ܿҲͶйȤȥ˽硣Һ
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ȷʵййϵ纣ϷԼļ飬
ǰĹǹ֮һһ꣬
ɽڵ»ⲿʲͽʿ֮Ĺ
ɣ͹ʴй
μhttp://www.hi.chinanews.com.cn/about/aboutcns.html 
ٽһ㣬ٷվϵĽܣûᵽ
http://www.chinanews.com.cn/jianjie.html

һ£йߡһ£֣½ġ
ͨѶʷعˡ¼Ŀǰ»⣬й½һ
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ôƸߣշѵġ硱Ǵʲôطģ
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ңϻȷʵһ硣ɣǷ֧Ƕ
ģǶģʷϵġ硱ʲôϵ˷
Ϳˡ



ý [ý彻]λǰæ¹Ƹα 


ߣ̲ ύڣ2005-11-28 13:10:00  

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ڡϷĩǹ棬Ƹפؼվվվطࡣפ
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ǹܣҪԼȥϵ硱֤Сʵû⣬ֲ֪
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£



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»硢硢ýУгй
ȨԼʱлѧŮл
屨ǱͨѶ͡Ӣܡ20
վ̨

ҪڹÿƸһפؼߡվ,Ҫй㷺
ܹñڸϽŲɷú͹澭Ӫ
ڹڸʡпط棬ع桢Ļ˾

ӭ壬ӭṩ

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ѧϰҽҩߵרѧУУԹʤڵġġ׫д

ߣ



һλѧҲ㲻ϵĸߵרѧУĽʦ10·»ġ
ʦרʦ걨ڱ鴦ıУʦͬ
ʦУܴ죬Ҳֳ֧ѧܡ

ȻʦרļλʦǲȡģҲǶ¡ǣʡ
ַµĸУʦְʸҪ󣬶ĺͿе˱׼
ִרѧУĸߵרѧУʦԣȻٸУʦʸͽѧְ
⣬ҲǷ⡣ôأ

һλεĸУԹʤڣ˵Ƚţһ
ֱֱϣȴڼְһҲֱڡΪˣǺ
ѧϰѧϰͨϵڿݿĲȤģ
ޣܺܲ磺
1ϵ̽. йҽѧ 1995;(2):37-38 ո
ڣδע
2ϵ̽. ҽѧѧ 1995;16(6):326-327 ո
ڣ1994126գ
3. ܺຶԴı. ҽѧԺѧ 1995;14(3):199-202 
ڣ19941216գ
4. ຺ܺ͵ζԴõıȽ. ҽҩ 1996;24(5):289-292 (
ոڣ1995413)
5. ܺຶٹעʧԤ. Žҽѧ 1995;10(4):196-198 (ոڣ
19951114)
6. ܺ຿ٹעʧõо. йҽ֢ 1997;6(5):222-224 (ո
ڣδע)
7. κ첫˱õıȽ. Žҽѧ 1995;10(2):65-68 (
ڣ199543)
8. ˻غʹܺຶԴõıȽ. ҽѧԺѧ
1999;18(3):165-167 (ոڣ199835)
9. ˻غ͵ζԴõıȽ. ҽѧԺѧ
1996;15(2):98-101 (ոڣ19941130)
10. ˻ضԴӰ. й־ 1996;12(2):214-215 (
ոڣ199555)
11. ˻ضٹעʧӰ. йҩѧͨ
1996;12(3):265-268 (ոڣ1995811)

ȫĵĳѧϰ

һ12ıȶԣ
Ŀһ2Ŀеġǡ֮
ߣһ
ժҪؼʣ1У2ûС
ԣһֺͱ㲻ͬ
뷽һ1С866͡556ꡱĹ֣2Ӧǡ
86͡56ꡱ
֡1ͱ2ͬ
ۣһֲͬͲοױʧ֮
οף7ƪȫһ1бŴ
ոڣ1ûУ2Ϊ1994126ա
Abstract, Key words: 1У2ûС
⣺2ƪ£Ȼһѧġ׫дɡ

3-11
ʵ鷽ҩͷͬͬ۲ָһµ
£ÿһµʵnΪ
3=5ȱ=7=7첫=7ܺ=10
4=5ȱ=7=7ܺ=10,n=9(йص
)
5=9ȱ=9飨飩=9ܺ=9
6=7=7첫=7ܺ=10
7=5ȱ=7=9첫=7=9(йص
)
8=7=7˻=13ܺ=10
9=5=7˻=13=9
10=5ȱ=7=7˻=13=9
11=7ٹ飨飩=7˻=13첫=7

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ղ˵и˿վרŴѧϵ٣н綨ⷽĸ
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http://www.ahzyygz.com/522712/index.asp?xAction=xReadNews&NewsID=18

У Թʤ
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ΰҽҩߵרѧУУ

(XYS20051220)

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ʦйũڷҳϮ3ƪ·8

ѧһŭ


 
ãһֱܾҵԾڵѧҪ
á
 
ʵ˾޿̣----Ҫרŵרҵ֪ʶ϶ѧרҵ
ҳϮĿŵС͵Сսڡ
 
 
һ1ƪ4η
ȿƪ£ԴڴҶϤѧ۵ļ
http://www.ams.org/mathscinet ͬ

1. Yang, ZhengHong; Wang, LaiSheng; Hu, YongJian, Displacement 
structures and fast inversion formulas for confluent polynomial 
Vandermonde-like matrices. J. Comput.Appl. Math. 180 (2005), no. 2, 
229--243. 

Received 19 May 2004.  Available online 9 December 2004. 
http://www.sciencedirect.com/science/journal/03770427


 2. Yang, ZhengHong; Wang, LaiSheng; Hu, YongJian; Displacement 
structures and fast inversion formulas for confluent polynomial 
Vandermonde-like matrices. J.Comput. Appl. Math. 177 (2005), no. 1, 1
15.

Received 7 July 2003.  Available online 1 October 2004. 
http://www.sciencedirect.com/science/journal/03770427


 3. Yang, Zheng-Hong; Hu, Yong-Jian; Confluent polynomial 
Vandermonde-like matrices: displacement structures, inversion formulas 
and fast algorithm. Linear Algebra Appl. 382 (2004), 6182

Received 13 July 1999;  accepted 17 November 2003 Submitted by R.A. 
Brualdi 
Available online 10 March 2004. 
http://www.sciencedirect.com/science/journal/00243795


4. Yang, Zheng Hong; Chen, Gong Ning; Displacement structures and fast 
inversion formulas for confluent polynomial Vandermonde-like matrices. 
(Chinese) Beijing Shifan Daxue Xuebao 37 (2001), no. 6, 726--731. 
 
 
 
112ȫһҷͬһ־SCIиΪ
ѧҲѾ֪ǳϮֻûġժҪۣע⣺һ
ǼʹժҪۣҲԱģ
2ʵ123ĽѡעǽѡֻҪ΢2Ӿ3
ҵ12ְ顣
34û棬ûпԭģĿӦͬݡ
˲䡣
 
    ½ѡٷ

 5, Yang, Zheng-Hong; Hu, Yong-Jian; Displacement structure approach 
to Cauchy and Cauchy-Vandermonde matrices: inversion formulas and fast 
algorithms. J. Comput.Appl. Math. 138 (2002), no. 2, 259--272. 

Received 2 September 2000; revised 22 February 2001. Available online 
15 November 2001. 

http://www.sciencedirect.com/science/journal/03770427


6.MR1751130 (2001c:15035) Yang, Zheng-Hong; Chen, Gong-Ning 
Generalized-confluent Cauchy and Cauchy-Vandermonde matrices. Linear 
Algebra Appl. 308 (2000), no. 1-3, 3164.

Received 10 January 1999; accepted 22 November 1999. Available online 
4 August 2000. 
http://www.sciencedirect.com/science/journal/00243795

1       56ĽѡֻҪ΢2Ӿ6ҵ5
ְ顣

2       5ԱѾָһϮǾһ

The authors study confluent Cauchy and Cauchy-Vandermonde matrices 
using the displacement-structure approach. They show that such 
matrices satisfy matrix equations of the Sylvester type. For example, 
the confluent Cauchy matrix $C(c,d)$ associated with the vectors of 
nodes $c$ and $d$ satisfies $$J(c)C(c,d) -C(c,d)J(d)^{\ssf T}=z 
y^{\ssf T}, $$ where $J(c)$ and $J(d)$ are Jordan block-matrices, and 
$z$ and $y$ are certain column vectors. The authors derive algorithms 
for the solution of systems of equations with Cauchy and 
Cauchy-Vandermonde coefficient matrices from the Gaussian elimination 
algorithms introduced by Gohberg, Kailath, and Olshevsky for systems 
whose coefficient matrices have a low displacement rank. 

The results in this paper are very similar to the results in \ref[Z. H. 
Yang\ and
G. N. Chen, Linear Algebra Appl. 308 (2000), no. 1-3, 31--64; 
MR1751130
(2001c:15035)]. Reviewed by Luis Verde-Star 

http://www.ams.org/msnmain?fmt=doc&fn=105&id=1876234&l=100&pg3=IID&r=1
3&s3=320675&v3=Yang%2C%20ZhengHong

    ķӢķ

7  Yang, ZhengHong; Hu, YongJian; Displacement structures and fast 
inversion formulas for $q$-adic Vandermonde-like matrices. J. Comput. 
Appl. Math. 176 (2005), no. 1, 114.

8. Yang, Zheng Hong; Hu, Yong Jian; Chen, Gong Ning; Displacement 
structures and inversion formulas for $q$-adic Vandermonde-like 
matrices. (Chinese) Beijing Shifan Daxue Xuebao 39 (2003), no. 2, 
153--158. 

18û棬ûпԭģдѽһ֤

278Ŀһݲ̫ܲͬ7Ҳо챨֮࣬
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ǽڣ˶ָ2λоְûϸĽܡ֪
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Ȼѧ(No.10271018)

Attached files:
1)paper 1,2,3.5,6.7
2)publication lists of Hu and Yang, in mathematical review(MathSciNet 
http://www.ams.org/mathscinet).

(XYS20051220)

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λԳʯְpxlzдĹɻȾĽͲŷ

ˮȾǹ⻹ǹʧʱ130СʱѾм
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[1] ֹٱá11.13ʯ˫ը¹
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[4] 㡢ɻ̫ǷȨΪǵֺ
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Amberlite IRA 400 (poly1) was treated with 2M NaOH֬淢
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ˣӦףһ˵Ĵ߻ʲôˣǾ֬
OH-һ׷ѣ˼һ

˼⣲Ϊʲôʯ岩ʿJACSе˵IR-120(poly2)HAuCl4
ûд߻ԣ
˼⣳JACS˵Pd/poly1Rh/poly1ûԡʵ
ʲôԭɵģ

ڣһ𿴿ʯ岩ʿĽԼϿ
ѧĽ

bidentateۣʯ岩ʿAngew. Chem. Int. Ed. 2003, 42, 
3257-3260Ϸ³ơÿѭʹõҺCsOHʵִCO2һ
ϳɶԳƵ塣ƴ߻CsOH

˵CsOHOH-Ĵڣӿ˸ûѧӦǣbidentate
˵ǿCsOHᷢ׽еļķӦCs2CO3
ԣܻCsOH

J.Am.Chem.Soc. 2005, 127, 4182-4183ϵOH-߻Ǹ߶
һµġ

ɡʵͬ־ṩϿѧһڷһƪ£GREEN 
CHEMISTRY 7 (7): 518-523 2005ժҪ˵

Insoluble ion exchange resins, one type of polystyryl supported 
catalysts containing an ammonium salt or amino group, and the polar 
macroporous adsorption resin, are efficient and reusable heterogeneous 
basic catalysts for the synthesis of propylene carbonate from 
propylene oxide and CO2 under supercritical CO2conditions

Ҳ˵basic catalysts߻CO2ķӦֻǷӦѹͬ
Ҳʯ岩ʿJACSе˵Ĵ߻൱Ǻϵġ

ɴ˿ɼʯ岩ʿJACSе˵ǸOH-Ĵ߻
ʲôģǸ׽ ֻCO2̼
ΣҲ߱ԣҲܴ߻CO2ķӦ߶һҲ
ϼӦϵõܺõĽ͡

ǣʯ岩ʿƪJACSľȻ˵ǡ׽𡱴߻Ľԭ
ֻ֪Ȼ֪ȻԣƪJACSһƪƷ˳
˵һ£bidentateۿƪAngew Chem Ҳԡǰ߻
ûʲôֵߵѧֵӦüֵϿѧƪ֮¡

ǿЦǼ׽𡱵ͬ־Ϊ˼Բٶ
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ûȻĵˣ

״߻ͬ־ǣȸƵĴ߻ʲôĻѧ
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