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Faculty

Jiaqun Wei Professor

Bio: 

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3div>aduate="flip-
pt=".-summary field-label-aboveiAv " propPhD, Universitys, div> div> (2001)
div> ate="flip-
pt=".-summary field-label-aboveiAv " propMA, Universitys, div>
(1998)
div> ate="flip-
pt=".-summary field-label-aboveiAv " propBA, Universitys, div>
(1995)
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pt=".-summary field-label-aboveiAv " properd]act"P 3div>aduate="flip-pt=".-summary field-label-aboveiAv " propPflippy-p,ype="text/css" rel="sspan> (2010-) div> ate="flip-pt=".-summary field-label-aboveiAv " propVi pe="lap,yPostdoc,leapde ss="xt/css" rel="ss, div> t/cKoeln (2009) div> ate="flip-pt=".-summary field-label-aboveiAv " propAs">Weite Pflippy-p,ype="text/css" rel="sssrc=" coute pan> < div> (2004-2010) div> ate="flip-pt=".-summary field-label-aboveiAv " propL="rurep,ype="text/css" rel="sssrc=" coute pan> <  div> (2003-2004) div> ate="flip-pt=".-summary field-label-aboveiAv " propPostdoc,lpe="text/css" rel="ss, Sichuip-div> (2001-2003) div>ct-us"p> ss="flip-pt=".-summary field-label-aboveiAv " properd]act"class="firpud]act" 3div>p-p-md-12 cla:21.0pt;"="flip-pt=".-summary field-label-aboveiAv " properd]act"class="fiIom/shar1r pud]act" pdiv>p-p-md-12 cla:42.0pt;"="flip-pt=".-summary field-label-aboveiAv " prop•boutoul> y y y, Aiv rig Citegooss., Tfiengulatedssrc=D " vedsCitegooss.. pdiv>p-p-md-12 cla:42.0pt;"="flip-pt=".-summary field-label-aboveiAv " prop•bRename"> Theor t/cath%nsAlgebras.iIo pde noulap:bTil Theor ,boutoul> y pdiv>p-p-md-12 cla:42.0pt;"="flip-pt=".-summary field-label-aboveiAv " prop•b" cmutaxpandAlgebras.iIo pde noulap:bGors=iteer Hutoul> y pdiv>p-p-md-12 cla:42.0pt;"="flip-pt=".-summary field-label-aboveiAv " prop•bR --> d Moduls Theor .iIo pde noulap:bG /> > d Envelers., Sn no- RengebCondit> pdiv>p-p-md-12 cla:21.0pt;"="flip-pt=".-summary field-label-aboveiAv " properd]act"class="fi"/math/rr pud]act" pdiv>p-p-md-12 cla:42.0pt;"="flip-pt=".-summary field-label-aboveiAv " prop•b Ntent="NaNteur pdiv>p-p-md-12 cla:42.0pt;"="flip-pt=".-summary field-label-aboveiAv " prop• aNteur pdiv>p-p-md-12 cla:21.0pt;"="flip-pt=".-summary field-label-aboveiAv " properd]act"Joutrai ath%2Fps pud]act" pdiv>oduate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small>Gors=iteer hutoul> y&gs t/c> Wee t/cEa>&burgh, div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small> d Yujie Zha"Drufpn-inath/pande d fpn-flat moduls., div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Igusa-Todo/mv EndutorphismdAlgebras, div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Tau-Til theor e d *-moduls., div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Auslle="r " /> d hutoul> y div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Semi-til c colexe., p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Til c colexe.> d Auslle="r–Reitensconath/ure, div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Auslle="r bNorm > d hutoul> y div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Ftibledeba diss=i> d condit> div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " prop/small> , Auslle="r’s condit> <> d til theor , W.cEa>&burgh A div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Til inv fie div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, G /> d til me="ralsW. div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Apagee n crelaxpandtil moduls.. Appl.sAlgebra div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Ftibledeba diss=i> d relaxpandhe/#ditBio:algebras.i div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Ftibledeba diss=i> div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small;link /small, n-C-s ar moduls.s d n-C-til moduls.. " cm.sAlgebra 37 (2009), no. 7, 2457–2467. div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Ps="cosubh/rese> div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Unimodular regularearnisn no- rengeb d exchengebr --s,b div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Ftibledeba diss=i> <,b div> ate" jnu.p-md-12 cla: 71.9pt;"="flip-pt=".-summary field-label-aboveiAv " propSUN Yanl --> d WEI /small, tU screlaxpandto cla quasi .-div>. div> ate" jnu.p-md-12 cla: 71.9pt;"="flip-pt=".-summary field-label-aboveiAv " propLI Linl -> d WEI /small, G /> Gors=iteer jects <,b div> ate" jnu.p-md-12 cla: 71.9pt;"="flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " propDAI /smnx -> d WEI /small, Ee="rals div> div> ate" jnu.p-md-12 cla: 71.9pt;"="flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " propWEI /small> d XI Chengcha"DruAuslle="r-Reitenscorbody cl> d AppliedmAlgebra div> div> div> ate" jnu.p-md-12 cla: 71.9pt;"="flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " propWEI /small> d XI Chengcha"DruAf="htacteriz t/c> div> div> div> div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, br -- ive-=i> div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " propWEI /small, Apagee n cg /> <,b div> div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " propWEI /small, Edeb s t/cglobal diss=i> <,b div> div> div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " propWEI /small, ( div> div> div> div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " propWEI /small, *s-Moduls., div> div> div> div> div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " prop"flip-pt=".-summary field-label-aboveiAv " propWEI /small, Global diss=i> < t/c> d *n div> div> div> div> div> div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Unit-regularear> d sn no- rengebcondit> div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Ee="rals div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Apagee n ctil d cotil moduls., div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Sn no- rengebt/cendutorphismdr --s t/csemi-∑-quasi- jects div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, C"htacteriz s t/crelaxp s beh%2Fr some cla .-div>. Nat.span. Ed. div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Ps="cosubh/rese> div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, O div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, Exchengebr --s d-la weakly sn no- rengebone, div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, HUANG Zhaoyo"DruTONG W#i d HUANG Jiho"DruTil moduls. t/cftible jects < d acg /> *-moduls., div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, T <>t/cendutorphismdr --s t/csemi-∑-quasi-jects div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " propWEI /small, G /> <.i(Chjnese)i div> ate"p-md-12 cla: 72pt;"="flip-pt=".-summary field-label-aboveiAv " prop WEI /small> d Zhu, Zuott"> andlaxt"X-Uorool d permutaxpn cgclas..i(Chjnese) .-div>. Nat.span. Ed. div>p-md-12 cla:72.1pt;"="flip-pt=".-summary field-label-aboveiAv " prop. pdiv>ss="flip-pt=".-summary field-label-aboveiAv " properd]act"Honet > d Awards pud]act" 3div>p-p-md-12 cla:21.0pt;"="flip-pt=".-summary field-label-aboveiAv " prop        bAwards ies nded myDropd %nsss" rel="ss %nsJiggsub(2012) pdiv>p> ss="flip-pt=".-summary field-label-aboveiAv " properd]act"n"> 3div>p="flip-pt=".-summary field-label-aboveiAv " prop+86-25-85891380-651 pdiv>p>"flip-pt=".-summary field-label-aboveiAv " propweiDocume@/wei_jia_qu pdik block-blockitem even" properlass="col-md-4">share-social-share" class="flip--social-Linkeddiv clSLink: %2F%2Fschools.njnu.edu.cn%2Fmath%2Fperson%2Fjiaqun-wei&t=Jiaqun%20Wei" class="social-share-facebook" title="Facebook" target="_blank">Facebook      
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