IAOe?IIAEUeIA AEAAeAI?ss IAOE OE?A?IE

?inoeooo i?eeeaaeii? iaoaiaoeee ? iaoai?ee

Aeaeaoa?ia ?aicao Io?aaoiae/

OAeE 517.944

IAE?I?EIA CAAeA*A Ae???OEA A IAEANOssO C EOOIAEIE

OA EII?*IEIE OI*EAIE

01.01.02 — aeeoa?aioe?aeuei? ??aiyiiy

Aaoi?aoa?ao aeena?oaoe?? ia caeiaoooy iaoeiaiai nooiaiy

eaiaeeaeaoa o?ceei-iaoaiaoe/ieo iaoe

Aeiiaoeuee-1999

Aeena?oaoe??th ? ?oeiien.

?iaioa aeeiiaia a ?inoeooo? i?eeeaaeii? iaoaiaoeee ? iaoai?ee IAI
Oe?a?ie.

Iaoeiaee ea??aiee: aeieoi? o?ceei-iaoaiaoe/ieo iaoe,
i?ioani?, aeaaeai?e IAI Oe?a?ie
Ne?eiiee ?ai? Aieiaeeie?iae/, ?inoeooo i?eeeaaeii? iaoaiaoeee ?
iaoai?ee IAI Oe?a?ie, aee?aeoi?.

Io?oe?ei? iiiiaioe: aeieoi? o?ceei-iaoaiaoe/ieo iaoe

Oaaea?a Aiaoie?e Oaaei?iae/,

?inoeooo i?eeeaaeii? iaoaiaoeee ? iaoai?ee IAI
Oe?a?ie, noa?oee iaoeiaee ni?a?ia?oiee;

eaiaeeaeao o?ceei-iaoaiaoe/ieo
iaoe, aeioeaio

Ai?iae?i Ieoaeei Ieaen?eiae/,

Aeiiaoeueeee aea?aeaaiee oi?aa?n?oao,
aeioeaio.

I?ia?aeia onoaiiaa: Iaoe?iiaeueiee oi?aa?neoao ?iai? Oa?ana
Oaa/aiea, i. Ee?a, eaoaae?a iaoaiaoe/ii?
o?ceee.

Caoeno a?aeaoaeaoueny “10” o?aaiy 2000 ?. i 14 aiaeei? ia can?aeaii?
niaoe?ae?ciaaii? a/aii? ?aaee Ae 11.193.01 ?inoeoooo i?eeeaaeii?
iaoaiaoeee ? iaoai?ee , 83114, Aeiiaoeuee, aoe.?ice Ethenaiao?a, 74.

C aeena?oaoe??th iiaeia iciaeiieoenue o a?ae?ioaoe? ?inoeoooo
i?eeeaaeii? iaoaiaoeee ? iaoai?ee , 83114, Aeiiaoeuee, aoe.?ice
Ethenaiao?a, 74.

Aaoi?aoa?ao ?ic?neaiee “4” ea?oiy 2000 ?.

A.i. a/aiiai nae?aoa?y

niaoe?ae?ciaaii? a/aii? ?aaee ___________ I.I. ?aiaoueaa.

1

CAAAEUeIA OA?AEOA?ENOEEA ?IAIOE

O aeaiie aeena?oaoe?ei?e ?iaioi ?icaeyaeathoueny ae?ioe/i? e?aeia?
caaea/i a iaeano? ?c eii?/iith (eooiaith) oi/eith ia iaae?, ye?
aeieeathoue o oai??? i?oaeiino?, iaoai?oe?, ?aae?io?ceoe?.

Aeooaeuei?noue oaie. E?ioeaai — ??cieoeaa? iaoiaee ?ica’ycaiiy
aeeoa?aioe?aeueieo ??aiyiue o /anoeiieo iio?aeieo ? oi?aa?naeueiei
caniaii anthaee, aea iaoeiaee aenia??iaio iia’ycai c iaiao?aei?noth
aeine?aeaeaiiy iaoaiaoe/ieo iiaeaeae, caniiaaieo ia aeeoa?aioe?aeueieo
??aiyiiyo. Oiio iiaoaeoaaiith e?ioeaai — ??cieoeaaeo iaaeeaeaiue,
ca?aeiino? aei ?ica’yceo aeo?aeii? caaea/? oa no?eeino? e?ioeaai —
??cieoeaaeo noai i?enay/ai? ?iaioe aaaaoueio aaoi??a.

E??i oiai, iaoiae e?ioeaaeo ??cieoeue ? ii??aiyii i?inoei iaoiaeii
aeiaaaeaiiy oai?ai ?nioaaiiy oa aeine?aeaeaiiy aeeoa?aioe?aeueieo
aeanoeainoae ?ica’yce?a. ?c oe??? oi/ee ci?o iiaea aooe oe?eaaith ye?nia
oai??y e?aeiaeo caaea/ o e?ioeaai — ??cieoeaaeo iaaeeaeaiiyo, aeaye?
aniaeoe yei? ?icaeyaeathoueny o ia?oiio ?icae?e?.

Ae?oaee oa o?ao?e ?icae?ee aeena?oaoe?? i?enay/ai? iae?i?eiei
ae?ioe/iei ??aiyiiyi a iaeano? c eii?/iith oa eooiaith oi/eith.

— aei??iee oa?.

A ?iaio? Aaiiia — Aeoae?na -I??aiaa?aa ( Aaiii N., Aeoaeen A.,
Ie?aiaa?a E. Ioeaiee ?aoaiee yeeeioe/aneeo o?aaiaiee aaeece a?aieoeu. —
I: Eiino?aiiay eeoa?aoo?a, 1962. — 205 n. ) aeiaaaeaii ii?iaeueio
?ica’yci?noue e?aeiaeo caaea/ aeey ae?ioe/ieo ??aiyiue a iaeanoyo ?c
aeaaeeith iaaeath i?e caaaeueieo oiiaao, ye? caaeiaieueiythoue oiia?
Eiiaoeinueeiai.

2

A ?ac?, eiee iaaea iaeano? ia? eooia? (aeaoaei??ia iaeanoue) aai
eii?/i? (aaaaoiaei??ia iaeanoue) oi/ee, iaoiaee, ui aeei?enoai? a
icia/ai?e ?iaio?, ia iiaeia canoinoaaoe oiio, ui a oeueiio aeiaaeeo ia
iiaeia aeaaeeei ia?aoai?aiiyi aei?yieoe iaaeo iaeano?. Ie??i oiai,
ii?ooaiiy oiiae aeaaeeino? iaae? i?eaiaeyoue aei c’yaeaiiy o ?ica’ycea
n?iaoey?iinoae a ieie? eooiaeo (eii?/ieo) oi/ie iaae?.

Aeine?aeaeaiiyi e?aeiaeo caaea/ a iaeanoyo ?c iaaeaaeeith iaaeath
i?enay/aii i?aoe? ?yaea i?ia?aeieo a/aieo.

Iaeieie c ia?oeo aoee ?iaioe A.?. Ane?ia oa ss.A. Eiiaoeinueeiai, ye?
aeiaaee ii?iaeueio ?ica’yci?noue ae?ioe/ieo e?aeiaeo caaea/, ui
caaeiaieueiythoue oiia? Eiiaoeinueeiai a iaeanoyo ?c eooiaith oi/eith,
yeui i?aa? /anoeie aeinoaoiuei aeaaee? ooieoe??.

Aaciaith aeey iiaeaeueoeo aeine?aeaeaiue aoea ?iaioa A.A.
Eiiae?aoue?aa ( Eiiae?aoue?a A.A. E?aaaua caaea/e aeey yeeeioe/aneeo
o?aaiaiee a iaeanoyo n eiie/aneeie eee oaeiauie oi/eaie // O?oaeu
Iineianeiai iaoaiaoe/aneiai iauanoaa. — 1967. — O. 16. — N. 3 — 76 ). A
i?e ?icaeyiooi caaaeuei? ae?ioe/i? e?aeia? caaea/? aeey iaeanoae, iaaea
yeeo i?noeoue ne?i/aio e?euee?noue eii?/ieo oi/ie. Aeiaaaeaii, ui
?ica’ycie iiaea aooe iiaeaiei o aeaeyae? aneiioioe/iiai ?yaeo, io?eiai?
ai?ei?i? ioe?iee. Ocaaaeueiaiiy oeeo ?acoeueoao?a i?noyoue i?aoe? ?yaea
aaoi??a: N. A. Iaca?iaa, A. A. Iacue?, A. A. Ieaiaiaanueeiai, A. ?.
Eiia/a, A. ?. Ia?ciia ye? aeoiaeeee c ae?oeo a 70 — o oa 80 — o
?ieao.

I?ci?oa ia ii/aoeo 90 — o ?ie?a c’yaeeenue i?aoe? N. I?eaena, I. A.
Ai?noea i?enay/ai? ?ica’yciino? eaac?e?i?eii? caaea/? Ae???oea a
iaeanoyo ?c eii?/ieie oi/eaie. Aeine?aeaeaiiy e?aeiaeo caaea/ a iaeanoyo
?c ?aa?aie i?noyoue ?iaioe O. Aiaey.

sse ? caaaeaee a no/ani?e oai??? e?aeiaeo caaea/, aeey ei?aeoii?
iinoaiiaee caaea/? a iaeano? c iaaeaaeeith iaaeath iaiao?aeii ae?a?aoe
iaeaaei? ooieoe?iiaeuei? i?inoi?e, a yeeo ?icaeyaeathoueny ?ica’ycee
caaea/? oa i?aa? /anoeie ??aiyiiy ? oiia ia iaae?. O aaaaoueio oaeeo
caaea/ao aeei?enoiaothoueny ooieoe?iiaeuei? i?inoi?e c aaaiaith ii?iith,
aea aaaa — aeayea noai?iue a?aenoai? aei eii?/ii? oi/ee. Oae? i?inoi?e
ooieoe?e a oeeo caaea/ao a??ii iienothoue iniaeea?noue ?ica’yceo oa eiai
iio?aeieo a ieie?

3

ia?aaoey?ii? oi/ee iaae?. Oe? iniaeeaino? a aaaaoueio aeiaaeeao
aoaathoue noaiaiaaeie. Iiaiaeaeaiiy ?ica’yceo a

ieie? ia?aaoey?ii? oi/ee — iaeei ?c iai?yie?a aeine?aeaeaiue e?aeiaeo
caaea/ a iaeanoyo ?c ia?aaoey?iith iaaeath.

A aeena?oaoe?? aeine?aeaeo?oueny ?ica’yci?noue caaea/? Ae???oea aeey
caaaeueiiai ae?ioe/iiai ??aiyiiy a iaeano? c iaeei eooii oa caaea/?
Ae???oea aeey eaac?e?i?eiiai ae?ioe/iiai iaae?aa?aaioiiai ??aiyiiy a
iaeano? c eii?/iith oi/eith.

Ca’ycie ?iaioe c iaoeiaeie i?ia?aiaie, ieaiaie, oaiaie. Oaiaoeea
aeena?oaoe?? iia’ycaia c iaoeiaeie aeine?aeaeaiiyie a?aeae?eo
Iae?i?eiiai aiae?co ?III IAI Oe?a?ie, ?? ?acoeueoaoe aeei?enoai? i?e
aeeiiaii? aea?aeaaii? oaie: “Aneiioioe/ia iiaaae?iea ?ica’yce?a
ae?ioe/ieo ? ia?aaie?/ieo ??aiyiue”, iiia? aea?aeaaii? ?a?no?aoe??
0196U002888.

Iaoa aeine?aeaeaiiy. Iaea?aeaoe e?ioeaai — ??cieoeaaee aiaeia
ia??aiino? aino?iai eooa aeey ia? e?i?eieo ae?ioe/ii i?iaeiaaeaieo
iia?aoi??a.

Aeiaanoe oai?aie ?nioaaiiy ?ica’yce?a caaea/? Ae???oea aeey caaaeueiiai
iae?i?eiiai ae?ioe/iiai ??aiyiiy a iaeano? c iaeei eooii a oaeiae
caaea/? Ae???oea aeey eaac?e?i?eiiai ae?ioe/iiai ??aiyiiy a iaeano? c
eii?/iith oi/eith.

Iaoeiaa iiaecia iaea?aeaieo ?acoeueoao?a. Canoiniaoth/? aaaaeaia ss.A.
Eiiaoeinueeei e?ioeaai — ??cieoeaaa ia?aoai?aiiy Oo?’? io?eiaii
ia??ai?noue aino?iai eooa aeey ia? ae?ioe/ii i?iaeiaaeaieo iia?aoi??a.
?ic?iaeai? caniae, ye? aeicaieythoue canoinoaaoe oiiieia?/i? iaoiaee
aeey aeiaaaeaiiy ?ica’yciino? e?aeiaeo caaea/ a ooieoe?iiaeueieo
i?inoi?ao c aaaith. Aia?oa aeiaaaeaii ?ica’yci?noue caaea/? Ae???oea
aeey caaaeueiiai iae?i?eiiai ae?ioe/iiai ??aiyiiy a iaeano? c eooiaith
oi/eith. A ii??aiyii? c iiia?aaei?ie ?acoeueoaoaie io?eiaii
?ica’yci?noue caaea/? Ae???oea aeey eaac?e?i?eiiai ae?ioe/iiai ??aiyiiy
aeey eii?/ii? iaeano? a i?inoi?ao ooieoe?e noiiaieo c a?eueo aenieei
ii?yaeeii iio?aeieo.

I?aeoe/ia cia/aiiy iaea?aeaieo ?acoeueoao?a. Io?eiai? a aeena?oaoe??
?acoeueoaoe iathoue oai?aoe/iee oa?aeoa?. Cacia/eii, ui aniii?aei?
?acoeueoaoe aeianaii? a aeiaeaoee, iiaeooue aooe ei?enieie aeey
aeine?aeaeaiiy e?aeiaeo caaea/ a iaeanoyo c ia?aaoey?iith iaaeath, a
oaeiae i?e iiaoaeoaaii?

4

ye?nii? oai??? ??cieoeaaeo noai. Icia/aii iiaee eean e?aeiaeo ae?ioe/ieo
caaea/ a iaeanoyo ?c eooiaith oa eii?/iith oi/eaie aeey yeeo io?eiaia
oai?aia ?ica’yciino?.

Iniaenoee aianie caeiaoaa/a. Aaoi?ii ?ic?iaeaii aia?ao aeine?aeaeaiiy
?ica’yciino? ia?oi? e?aeiai? caaea/?, iiaoaeiaaiee ia canoinoaaii?
oiiieia?/ieo iaoiae?a, o aeiaaeeo iaeano? c eii?/iith (eooiaith) oi/eith
iaae?.

Ai?iaaoe?y ?acoeueoao?a aeena?oaoe??. ?acoeueoaoe aeena?oaoe??
aeiiia?aeaeenue ia i?aeia?iaeieo eiioa?aioe?yo “Iae?i?ei?
aeeoa?aioe?aeuei? ??aiyiiy” (i.Ee?a, 1995?.), “Iae?i?ei?
aeeoa?aioe?aeuei? ??aiyiiy c /anoeiieie iio?aeieie” (i.Ee?a, 1997?.), a
oaeiae ia Aeiiaoeueeiio nai?ia?? i?ae ea??aieoeoaii aeaaeai?ea IAI
Oe?a?ie ?.A.Ne?eiieea (1996-1998??.).

Ioae?eaoe??. Iniiai? ?acoeueoaoe aeena?oaoe?? iioae?eiaaii a ?iaioao
[1]-[7].

No?oeoo?a ? ia’?i ?iaioe. Aeena?oaoe?y neeaaea?oueny c? anooio,
o?ueio ?icae?e?a, aeniiae?a, nieneo aeei?enoaieo aeaea?ae ? o?ueio
aeiaeaoe?a oa aeeeaaeaia ia 148 noi??ieao iaoeiiieniiai oaenoo. Nienie
e?oa?aoo?e i?noeoue 67 iaeiaioaaiue.

CI?NO ?IAIOE

O anooi? iaa?oioiao?oueny aeooaeuei?noue oaie, iiaeathoueny iaoa oa
caaea/? aeine?aeaeaiiy, iaoeiaa iiaecia, ai?iaaoe?y oa no?oeoo?a
?iaioe.

O ia?oiio ?icae?e? iiaeathoueny eia?oe?oeai? ioe?iee e?i?eieo
ae?ioe/ieo caaea/, ye? iaiao?aei? aeey aeiaaaeaiiy ?ica’yciino?
iae?i?eieo ae?ioe/ieo caaea/. A i?ae?icae?e? 1.1 aeiaaaeaii ia??ai?noue
aino?iai eooa o aeiaaeeo iaeano? c eii?/iith oi/eith iaae?. Ia a?aei?io
a?ae aeiaaeeo iaeano? c aeaaeeith iaaeath, ia??ai?noue io?eiaii a
aaaiaeo i?inoi?ao.

— aeaye? ae?eni? iane?i/aiii aeeoa?aioe?eiai? ooieoe??.

— ai ii?yaeeo c ?aeeiith

5

oiia?

.

Oai?aia 1.

(1)

a??ia ia??ai?noue

. (2)

O aeiaaeeo iaeano? c aeaaeeith iaaeath aeey ae?ioe/ieo iia?aoi??a
ae?oaiai ii?yaeeo oey ia??ai?noue aeiaaaeaia I.A. Eaaeeaeainueeith oa
I.A. Niaieaanueeei. Aeey iia?aoi??a aeia?eueiiai ii?yaeeo ia??ai?noue
io?eiaia ?. A. Ne?eiieeii. Aeiaaaeaiiy ia??aiino? aino?iai eooa
a?oioo?oueny ia ?icaeoo? iaeano? ia oa?e oa ia?aoiae? aei o?eniaaii?
iaeano?. Aeiiii?aeieie ? ?ioa?iieyoe?eia ia??ai?noue aeey aaaiaeo
i?inoi??a, yeo io?eiaii ye aeniiaie ?ioa?iieyoe?eii? ia??aiino? aeey
niaieaanueeeo i?inoi??a, oa aaaia? aeeaaeaiiy, oi?ioethaaiiy oa
aeiaaaeaiiy yeeo iaaaaeaii o aeiaeaoeo A.

A i?ae?icae?e? 1.2 io?eiaii ai?ei?i? ioe?iee aeey caaea/?

(3)

(4)

, ui caaeiaieueiythoue oiiaai

:

,

6

— iiiioiiii c?inoath/a iaa?ae’?iia ooieoe?y.

, io?eiaii ioe?ieo

iiae?aio ioe?ieo aeiaaaeaii I.A. Ai?noeii.

A i?ae?icae?e? 1.3 iaaaaeaii ne?i/aii — ??cieoeaaee aiaeia ia??aiino?
aino?iai eooa aeey i?aeoe?. Aeiaaaeaiiy aaco?oueny ia canoinoaaii?
??cieoeaaiai ia?aoai?aiiy Oo?’? oa oaoi?ee aeine?aeaeaiiy ae?ioe/ieo
caaea/ aaaaeaieo ss.A. Eiiaoeinueeei. Ia??ai?noue noi?ioeueiaaii a
??cieoeaaeo aiaeiaao ?ioaa?aeueieo ii?i. Aaaeeeaeie aeey aeiaaaeaiiy ?
??cieoeaa? aiaeiae ?ioa?iieyoe?eii? ia??aiino? oa ??aiino? Ia?naaaey,
ye? noi?ioeueiaai? ? aeiaaaeai? a aeiaeaoeo A.

Aeine?aeaeaiiy ?ica’yciino? caaaeueii? iae?i?eii? caaea/? Ae???oea

a iaeano? c iaeei eooii iiaeaii a ?icae?e? 2.

? canoiniao?oueny caaaeueia oai?aia ?ica’yciino? aeey oaeeo
iia?aoi??a. I?e oeueiio ?noioii aaaeeeaei ? canoinoaaiiy aaaiaeo
aeeaaeaiue ( aeiaeaoie A ), aaaiaa ocaaaeueiaiiy oai?ai Aaeiaa?aa oa
E?aniinaeuenueeiai ( aeiaeaoie A ) , aeayeee aaaiaee iane?aeie
?ioa?iieyoe?eii? ia??aiino? I??aiaa?aa — Aaeuey?aei. Iniiaiee ?acoeueoao
?icae?eo 2 iiaeaii o ianooii?e oai?ai?.

Oai?aia 2.

oa i?e eiaeiiio

.

7

I?eionoeii aeeiiaii oiiae

?

;

3) aaee/eia eooa, ui ooai?th? iaaeo a ieie? oi/ee (0,0) — aeinoaoiuei
iaea.

Oiae? caaea/a

O o?aoueiio ?icae?e? aeine?aeaeo?oueny ?ica’yci?noue caaea/? Ae???oea
aeey iaaeea??aaioiiai iae?i?eiiai ??ai?iiy ae?oaiai ii?yaeeo

(5)

(6)

c ioeueiaith eii?/iith oi/eith. Aeiaaaeaiiy ?ica’yciino? ?noioiuei
a?oioo?oueny ia aaaia?e ioe?ioe?

?ica’yceo caaea/? Ae???oea, yeo io?eiaii a i?ae?icae?e? 3.1. A naith
/a?ao iaaaaeaia ioe?iea a?oioo?oueny ia aaaia?e ai?ei?i?e ioe?ioe?, yeo
aeiaaaeaii a i?ae?icae?e? 1.2.

I?eionoeii ui eiao?oe??ioe caaeiaieueiythoue oiiaai.

?ac iaia?a?aii aeeoa?aioe?eiai? ooieoe?? aeanieo a?aoiaio?a, oa

.

:

oa oaaaeaii iiiaeeio

8

.

caaeiaieueiythoue oiia?

— neiaie E?iiaea?a.

— ia?oa iiceoeaia aeania /enei iia?aoi?o Eaieana — Aaeueo?ai?.

Oai?aia 3.

.

Aeiaeaoie A i?noeoue ne?i/aii — ??cieoeaa? aiaeiae ??aiino? Ia?naaaey
oa ?ioa?iieyoe?eii? ia??aiino? oa aeaye? aeiiii?aei? ni?aa?aeiioaiiy
aeey i?ae?icae?eo 1.3.

O aeiaeaoeo A aeiaaaeai? aaaia? aeeaaeaiiy, ye? iiaeai? o ianooii?o
noaa?aeaeaiiyo.

Eaia 1.

).

Eaia 2.

).

O aeiaeaoeo A noi?ioeueiaai? oa aeiaaaeai? aaaia? ocaaaeueiaiiy eai
Aaeiaa?aa ? E?aniinaeuenueeiai i?i iaia?a?ai?noue iia?aoi?o
Iaieoeueeiai. Oe? ocaaaeueiaiiy ?noioii aeei?enoiaothoueny i?e
aeiaaaeaii? oai?ai 1 ? 2.

Eaia 3.

.

9

Aeey oiai, uia iia?aoi? Iaieoeueeiai

iaiao?aeii oa aeinoaoiuei, uia aeeiioaaeanue ianooiia oiiaa

,

Eaia 4.

? iaia?a?aiei.

AENIIAEE

1. O aeena?oaoe?ei?e ?iaio? aeiaaaeaii ia??ai?noue aino?iai eooa aeey
ia? e?i?eieo ae?ioe/ieo iia?aoi??a a iaeano? c eooiaith oi/eith.

2. Aeiaaaeaii oiiaio oai?aio ?ica’yciino? caaea/? Ae???oea aeey
caaaeueiiai iae?i?eiiai ae?ioe/iiai ??aiyiiy a iaeano? c aeinoaoiuei
iaeei eooii.

3. Io?eiaii ai?ei?io ioe?ieo aeey ?ica’yceo caaea/? Ae???oea aeey
eaac?e?i?eiiai iaaeea??aaioiiai ??aiyiiy ae?oaiai ii?yaeeo a iaeano? c
eii?/iith oi/eith.

4. Aeiaaaeaii oiiaio a iio?i, a?oiooth/enue ia ai?ei?i?e ioe?ioe?, ?
aacoiiaio oai?aio ?ica’yciino? caaea/? Ae???oea aeey eaac?e?i?eiiai
iaaeea??aaioiiai ??aiyiiy ae?oaiai ii?yaeeo a iaeano? c eii?/iith
oi/eith.

5. Aeiaaaeaii ia??ai?noue aino?iai eooa aeey ia? e?i?eieo ae?ioe/ii
i?iaeiaaeaieo iia?aoi??a a i?ai?inoi??.

6. Io?eiaii oai?aie aeeaaeaiiy aeey aaaiaeo ooieoe?iiaeueieo i?inoi??a.

7. Noi?ioeueiaaii oa aeiaaaeaii ocaaaeueiaiiy eai Aaeiaa?aa oa
E?aniinaeuenueeiai i?i iaia?a?ai?noue iia?aoi?o Iaieoeueeiai.

10

Iniiai? ?acoeueoaoe aeena?oaoe?? iioae?eiaaii o i?aoeyo:

Aeaeaoa?ia ?. I. I ?ac?aoeiinoe iauae iaeeiaeiie caaea/e Aee?eoea a
iaeanoe n iaeui oaeii //Iiaeaee?iaaiea iai?a?uaiuo e aeene?aoiuo
nenoai. -1998. -O. 2. -N.42-54.

Aeaeaoa?ia ?. I. Aaniaua ai?ei?iua ioeaiee ?aoaiey eaaceeeiaeiie caaea/e
Aee?eoea a iaeanoe n eiie/aneie oi/eie // Iiaeaee?iaaiea iai?a?uaiuo e
aeene?aoiuo nenoai. -1998. -O. 2. -N.55-63.

Dzhafarov R. M. A sharp angle inequalities for pairs of elliptic
operators in the case of domain with a conical point // Nonlinear Value
problems. — 1999. vol. 9. — P. 40 — 45.

Dzhafarov R. M. Some estimates of solution in area with conic point //
Book of abstracts of the International Conference “ Nonlinear Partial
Differential Equattions”.-Donetsk.-1997.-P.48.

Dzhafarov R. M. Sharp angles inequalities for pairs of elliptic
operators in the case of domain with a conical point // Book of
abstracts of the International Conference “Nonlinear Differential
Equations”.-Kyiv.-1995.-P.42.

Aeaeaoa?ia ?. I. ?ac?aoeiinoue iaeeiaeiie caaea/e aee?eoea a iaeanoe n
iaeui oaeii // Aeiiia?ae? IAI Oe?a?ie.-1999. -T. 7. -P.18 — 21.

Aeaeaoa?ia ?. I. Ai?ei?iua ioeaiee ?aoaiey eaaceeeiaeiie caaea/e
Aee?eoea a iaeanoe n eiie/aneie oi/eie // Aeiiia?ae? IAI
Oe?a?ie.-1999. -T. 6. -P.12 — 18.

AIIOAOe??

Aeaeaoa?ia ?.I. “Iae?i?eia caaea/a Ae???oea a iaeanoyo c eooiaeie oa
eii?/ieie oi/eaie.”-?oeiien.

Aeena?oaoe?y ia caeiaoooy iaoeiaiai nooiaiy eaiaeeaeaoa
o?ceei-iaoaiaoe/ieo iaoe ca niaoe?aeuei?noth 01.01.02.-
aeeoa?aioe?aeuei? ??aiyiiy.- ?inoeooo i?eeeaaeii? iaoaiaoeee ? iaoai?ee
IAI Oe?a?ie.

O aeena?oaoe?ei?e ?iaio? aeiaaaeaii oai?aie ?nioaaiiy ?ica’yce?a
caaaeueii? iae?i?eii? caaea/? Ae???oea a iaeano? c aeinoaoiuei iaeei
eooii oa caaea/? Ae???oea aeey eaac?e?i?eiiai iaaeea??aaioiiai ??aiyiiy
ae?oaiai ii?yaeeo a iaeano? c eii?/iith oi/eith. Io?eiaii aaaiao
ai??i?io ioe?ieo ?ica’yceo caaea/? Ae???oea aeey eaac?e?i?eiiai
iaaeea??aaioiiai ??aiyiiy ae?oaiai ii?yaeeo a iaeano? c

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eii?/iith oi/eith. Aeiaaaeaii ia??ai?noue aino?iai eooa aeey ia?
e?i?eieo ae?ioe/ieo iia?aoi??a a iaeano? c eooiaith oi/eith.

Eeth/ia? neiaa: ia??ai?noue aino?iai eooa, ooieoe?iiaeueiee i?ino?? c
aaaith, ae?ioe/ii i?iaeiaaeaiee iia?aoi?, ?ica’yci?noue.

Aeaeaoa?ia ?.I. “Iaeeiaeiay caaea/a Aee?eoea a iaeanoyo n oaeiauie e
eiie/aneeie oi/eaie.”- ?oeiienue.

Aeenna?oaoeey ia nieneaiea o/aiie noaiaie eaiaeeaeaoa
oeceei-iaoaiaoe/aneeo iaoe ii niaoeeaeueiinoe 01.01.02 —
aeeooa?aioeeaeueiua o?aaiaiey. — Einoeooo i?eeeaaeiie iaoaiaoeee e
iaoaieee IAI Oe?aeiu, Aeiiaoee, 1999.

A aeenna?oaoeeiiiie ?aaioa iieo/aii ia?aaainoai ino?iai oaea aeey ia?
eeiaeiuo yeeeioe/aneeo iia?aoi?ia n eiyooeoeeaioaie ec aaniaiai
niaieaaneiai i?ino?ainoaa a iaeanoe n eiie/aneie ( oaeiaie ) oi/eie. Yoi
ia?aaainoai noi?ioee?iaaii aeey iia?aoi?ia, aeaenoaothueo a aaniauo
niaieaaneeo i?ino?ainoaao. Onoaiiaeaia caaeneiinoue aana noiie?iaaiey
eiyooeoeeaioia io ?acia?iinoe e iaeaunoaai ii?yaeea noiie?oaiuo
i?iecaiaeiuo ooieoeee enoiaeiiai i?ino?ainoaa.

Noi?ioee?iaaiu e aeieacaiu iaiauaiey oai?ai E?aniinaeueneiai e Aaeiaa?aa
i iai?a?uaiinoe iia?aoi?a Iaiuoeeiai a neo/aa ooieoeeiiaeueiuo
i?ino?ainoa n aanii. A iaiauaiee oai?aiu Aaeiaa?aa aeaii iaiaoiaeeiia e

aeinoaoi/iia oneiaey iai?a?uaiinoe iia?aoi?a Iaiuoeeiai, aeaenoaothuaai
ec ooieoeeiiaeueiiai i?ino?ainoaa n aanii a

ooieoeeiiaeueiia i?ino?ainoai n aanii. Aeey ooieoeee ec aaniauo
niaieaaneeo i?ino?ainoa aeieacaiu aaniaua oai?aiu aeiaeaiey.

Enneaaeiaaia ?ac?aoeiinoue iauae iaeeiaeiie caaea/e Aee?eoea a iaeanoe
n iaeui oaeii. ?ac?aaioai iaoiae naaaeaiey enoiaeiie e?aaaie caaea/e e
iia?aoi?iiio o?aaiaieth a neo/aa iaeanoe n iaaeaaeeie a?aieoeae. Iieo/ai
aaniaie aiaeia eioa?iieyoeeiiiiai ia?aaainoaa oeia Ie?aiaa?aa —
Aaeuey?aei. Iiaeiaii oiio eae yoi aeaeaaony aeey iaeanoae n aaneiia/ii
aeaaeeie a?aieoeae, eco/aii iia?aoi?iia o?aaiaiea n iia?aoi?ii,
aeaenoaothuei a aaniauo ooieoeeiiaeueiuo i?ino?ainoaao.

Aeey eeiaeiie iaeii?iaeiie caaea/e Aee?eoea iieo/aiu ai?ei?iua ioeaiee
a aaniauo ooieoeeiiaeueiuo i?ino?ainoaao a iaeanoe n eiie/aneie oi/eie.
Oaeaea iieo/aiu aaniaua ai?ei?iua ioeaiee aeey eaaceeeiaeiie
iaeii?iaeiie caaea/e Aee?eoea. Aeieacaia oneiaiay ?ac?aoeiinoue a i?e
iaee/ee

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ai?ei?iie ioeaiee e aaconeiaiay ?ac?aoeiinoue eaaceeeiaeiie iaeii?iaeiie
caaea/e Aee?eoea a aaniaii niaieaaneii i?ino?ainoaa. Onoaiiaeaia
?ac?aoeiinoue i?e aeiiieieoaeueiuo ia?aie/aieyo ia eiyooeoeeaiou a
ooieoeeiiaeueiuo i?ino?ainoaao n iieiaeeoaeueiui aanii, oi anoue a
i?ino?ainoaao ooieoeee, aeiioneathueo noaiaiiie ?ino a eiie/aneie oi/ea.

Aeieacai eiia/ii — ?aciinoiue aiaeia ia?aaainoaa ino?iai oaea aeey ia?
eeiaeiuo yeeeioe/anee i?iaeieaeaiiuo iia?aoi?ia a iieoi?ino?ainoaa.
Iieo/aiu eiia/ii — ?aciinoiua aiaeiae ?aaainoaa Ia?naaaey e
eioa?iieyoeeiiiiai ia?aaainoaa a naoi/iuo aiaeiaao eioaa?aeueiuo ii?i.

Eeth/aaua neiaa: ia?aaainoai ino?iai oaea, ooieoeeiiaeueiia i?ino?ainoai
n aanii, yeeioe/anee i?iaeieaeaiiue iia?aoi?, ?ac?aoeiinoue.

Dzhafarov R. M. The nonlinear Dirichlet problem in the domains with
angle and conical points. -Manuscript.

The thesis for a candidate’s degree by speciality 01.01.02-
differential equations.-The Institute of applied mathematics and
mechanics, Donetsk, 1999.

In the thesis the theorems of the existence of solutions of the
general nonlinear Dirichlet problem in

the domain with the sufficiently small angle and Dirichlet problem for
the quasilinear nondivergent

equation of second order in the domain with the conical point are
obtained. The a priori weighting estimate of the solution of Dirichlet
problem for the quasilinear nondivergent equation of second order in
the domain with the conical point and a sharp angles inequalities for
the pairs of elliptic operators in the case of domain with a conical
point are obtained.

Key words: sharp angles inequalities, functional space with the weight,
solvability, elliptic extended operator.

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