Osnovy teorii Galua.

42 1L Fpynm -i -.2,(. flycm ~b -3 noirpytuia H4H 2,eKca it.i oriaa, pH~Imeiuis rOJbKO-q4TO yrnowm5Ifoe qOCTpoeHITe,y MbN TrojnyqrNi [lpeJACTai3Jetvme 0-, 13 Biie cIImmeTpliq4ec.KoIi rpynrifbi n-ot4 cieneri. B 3TOM npeRLCT, I3IeHHI4 N~ 30mop(~IIa c rpyiifolO~ noJlCTallol'oi, OCaawimiowux iia meCTe 'ry umatJpy KOTOp8ad J1OJKa~ CTO-,Tb Ha MeCTe & Teopemia Rioia3ai-a. Y ii ua)a{H C H le 19. [loCTpOllrb BCCB'03.Mf~(~C)4lT' NON103Htt~lmioHrme 111Ib 1 2U F p) vfl H M. ~6. MA~eJBLA rpynnub. lix pa3JowetmeH Ha Hpsimbie 1UpOf3BeJaeHHfI aLIzHICHecKHix rpyFnn. 1. i'pytia, mJemeH Ih NoTropof HcpeCTa'HOBloqHbI uipyr c ]lpyrom, HloCHF fla3rBamie a 6C'2JaeB 11o L Mb; y~e iHa npumep-e lMK.crWiecmiux Fpyr111 fIo3HaKomtJ1Hctb c a6eheBwmm rpynahlmii. OKaanlaeTC5s, 'ITO 1'OHeC4HbiC a6eJneBbl rpyfinbi camorCo o6wero niHa timeRYT Becbma Tipoc rvio CTp V Typy. Hmeimo, H.meeT mecrco T e o p e mi a 30. Bcuncag a6euleBa rpynna RoHicwO[lO;op~a~~a eCTb ~p~1moe UHPOh3BeaeWH H K LIIKJH'ICKHx rpyUiH. 2. o (a3a'reJbCTBO. 10. JLoKawem, 'ITo a6eq;eaa rpynna CCT b H P59MO0C 11poH3eaeuinie rpyHII, Y KOTOpbNX HOpRAIKH 3JICmeHTOB CyTb cTrCUiefm OJIHOIO H TOMn We fBflyFpH xa~waolt rpynnb1-muio~u-reime1~) U1pOCTOFO ximcnra. H~yCTb 13 'iiicja, Bb1pawKitoLLHe 1lOpgAIJIK OTILeJlbHNKA 3JiQmeHTOB a6enleBAo 1'PyfHbl ~(, uMXuR~T npOCmbie MKOA(HTeJi PI, P27 '*' -),P. 06o3fiatiHm liepe3 'M, COBORynIHOC~b 3JemeHTOB, HOP$1J1UH KOTOpbJX CyTb C'rerneH P, (k = 1, 2,.. *, n). 143 nepecfaHoBoqHocTH a 31MeHTOH3 Bb1TeKaeT ((AB)e — A'B"'), 'ITO 'R. CTb rpyuua H wro pa33J11Hble 3MimHo Hpoc-rbi. C xipyroft CTOPO~bI, Ka3)blgb m.emewr rpyanin~ -m M)KeT 6b;Tb HpelLCTaaJneH, Ka1( ripol3BaeLflHe 3JeMeHTOB rpynrr.,it, B camom.fleJe, HyCTb A eCTb a.j~e,,'HT rpyrinbi flOpRAJKa np~.2~.,"' Pewim HM eonpexieneH~oe ypaB~eH~e Ml X + i- X2 x2+..+ ~~x -1 PI"' P9 P71 (3T0 peuiemiie B03MOWiHO B iteiibix 'Ihienax B CHJ1Y TWIO, 'ITO 'lHCna _____ ___ tn., tnt '~ -- He iime1O 06r1UHX llgnHTeeAei) H HnpeuTaBmm A Pt" P.") tn BmeCTve C Tem HOpIIAOK uK3MoroF 3AeMeHT A pa~eH /7 (k 21. fIycmb flOPS1,KH ecex g)1emeHTOia rpynnui 9A 5l.1RI1OTCH CUeFneH~mi NeimcoTpro f1OCT0rO 'IHcaa p.

/ 232
Pages

Actions

file_download Download Options Download this page PDF - Pages 37-56 Image - Page 37 Plain Text - Page 37

About this Item

Title
Osnovy teorii Galua.
Author
Chebotarev, Nikolaĭ Grigorʹevich, 1894-1947.
Canvas
Page 37
Publication
Leningrad,: Gos. tekhniko-teoreticheskoe izd-vo,
1934-
Subject terms
Galois theory

Technical Details

Link to this Item
https://name.umdl.umich.edu/acr5415.0001.001
Link to this scan
https://quod.lib.umich.edu/u/umhistmath/acr5415.0001.001/46

Rights and Permissions

The University of Michigan Library provides access to these materials for educational and research purposes. These materials are in the public domain in the United States. If you have questions about the collection, please contact Historical Mathematics Digital Collection Help at [email protected]. If you have concerns about the inclusion of an item in this collection, please contact Library Information Technology at [email protected].

DPLA Rights Statement: No Copyright - United States

Manifest
https://quod.lib.umich.edu/cgi/t/text/api/manifest/umhistmath:acr5415.0001.001

Cite this Item

Full citation
"Osnovy teorii Galua." In the digital collection University of Michigan Historical Math Collection. https://name.umdl.umich.edu/acr5415.0001.001. University of Michigan Library Digital Collections. Accessed April 30, 2025.
Do you have questions about this content? Need to report a problem? Please contact us.