Tensor polynomial identities

项目来源

巴(略)罗(略)金(略)P(略))

项目主持人

P(略)e(略)m(略)v(略)c(略)u(略)

项目受资助机构

I(略)i(略)o(略) (略)e(略)i(略)E(略)t(略)i(略)e(略)m(略)a(略) (略)n(略)i(略)U(略)e(略)d(略) (略)a(略)l(略) (略)p(略)s(略)m(略)a(略)P(略)a(略)

项目编号

2(略)0(略)-(略)

立项年度

2(略)

立项时间

未(略)

研究期限

未(略) (略)

项目级别

国(略)

受资助金额

0(略)美(略)

学科

P(略)i(略) (略)e(略)s(略)d(略)t(略)a(略)s

学科代码

未(略)

基金类别

S(略)l(略)h(略) (略)B(略)i(略)o(略)r(略)

关键词

P(略)l(略)r(略);(略)g(略)a(略)o(略)d(略)i(略)e(略)o(略)o(略)i(略)

参与者

G(略)i(略)G(略)t(略)V(略)s(略)a(略)

参与机构

未(略)

项目标书摘要:In(略)ral resea(略) we focus(略)s in the (略)ebra:the (略)lgebras w(略)ial ident(略)precisely(略)to study (略)ed tensor(略) identiti(略)e introdu(略)died by H(略)ocesi in (略)n 2021,Hu(略) tensor i(略)degree 4 (略)ebra of m(略)order 2;i(略) the stan(略)mial.In 2(略)nd Proces(略)eloping m(略)tudy tens(略)es in mat(略)s of orde(略)scribed a(略)such iden(略)M_n(F)$,w(略) field of(略)stic 0.Th(略)an the st(略)mal tenso(略)s for$M_n(略)hasize he(略) descript(略)minimal t(略)ities of$(略)till open(略) the well(略)rem of Am(略)evitzki,o(略)1951,solv(略)blem for (略)y identit(略)F)$,over (略)$,and eve(略)unital co(略)ing$F$.)W(略)h studies(略)identitie(略)nfinite-d(略)Grassmann(略)over the (略)r goal wi(略)mpletely (略)e tensor (略)of$E$.Nex(略)study the(略)ntities o(略)the algeb(略) triangul(略) of order(略)wo algebr(略)important(略) theory,a(略)ous polyn(略)ities sat(略)hem have (略)ntinue to(略)ject of e(略)udies.In (略)and Seema(略)dying pol(略)ntities i(略)r 2-grade(略)oducts.Th(略)hat some (略)prime T-a(略) closed b(略)ed tensor(略)d conject(略)he twiste(略)oduct of (略)-algebras(略)valent to(略)T-algebra(略)cture was(略)independe(略)itas and (略)nd by Di (略)d Nardozz(略)n this pr(略)so intend(略)ensor pol(略)ntities,w(略)sted tens(略)Our goals(略)rection w(略)descripti(略)wisted te(略)ties of$E(略)times}E$,(略)those of$(略)ehat{\oti(略)studies t(略)dent has (略)since Sci(略)tiations,(略)his maste(略)will be w(略)here.We e(略)at Gabrie(略)dy studie(略)opics in (略)of algebr(略)ynomial i(略)nd is alr(略)ar with t(略)tals of t(略)

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