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XXVIII gafarToebuli seminaris sxdomebi. moxsenebis anotacia gamokvleulia eleqtrodrekadobis Teoriis sasazRvro amocana piezoeleqtruli naxevarsivrcisaTvis WriliT. Aamocana dayvanilia singularul integralur gantolebaze uZravi singularobiT. Seswavlilia miRebuli rimanis amocana da dadgenilia bzaris gaxsnis funqciis yofaqceva singularul wertilebSi. 39
n. SavlayaZe Bblantidrekadobis Teoriis zogierTi sasazRvro-sakontaqto amocanis Sesaxeb. TsuA a. razmaZis maTematikis institutis samecniero konferencia 24-28 noemberi,2014, Tbilisi
moxsenebis anotacia ganixileba blantidrekadobis sakontaqto amocanebi cocvadobis Tvisebis mqone firfitisa da Txeli drekadi naxevradusasrulo CarTvis urTierTqmedebis Sesaxeb. CarTvis geometriuli da fizikuri parametrebi(sixiste) icvleba xarisxovani kanoniT. Aanalizur funqciaTa Teoriis sasazRvro amocanebis(karlemanis tipis gadaadgilebiani amocanis) da integraluri gardaqmnebis gziT miRebulia amocanaTa zusti amoxsnebi. 40
a. kirTaZe aditiuri funqciebis zomadobis Tvisebebi a. razmaZis saxelobis institutis konferencia, 24-28 noemberi, 2014, Tbilisi moxsenebis anotacia gadmocemuli iyo aditiuri funqciebis iseTi Tvisebebis ganzogadeba, romlebic dakavSirebulia aseTi funqciebis zomadobis sakiTxebTan. aRniSnuli iyo
paradoqsaluri simravleebisa da simravlur-Teoriuli meTodebis gamoyenebis Sesaxeb funqciebis zomadobis sakiTxebis kvlevaSi.
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j.feraZe zogierTi arawrfivi in- tegro–diferencialuri gantolebis miRebisa da miaxloebiTi amoxsnis Sesaxeb
http://conference.ens-2014. tsu.ge/lecture/update/404
Tsu meore safakulteto konferencia zust da sa– bunebismetyvelo mecniere– bebSi, 29 ianvari–3 dekembe- ri, Tbilisi, 2014 761
moxsenebis anotacia ganxilulia simis, Zelisa da firfitis zogierTi gantolebis amoxsnis proeqciuli, sxvaobiani da iteraciuli meTodebi. garsis gantolebaTa sistemidan gamoyvanilia integro–diferencialuri gantoleba ganivi deformaciis funqciis mimarT. 42
j.feraZe miaxloebiTi meTodi si– metriuliaT datvirTu–li firfitisaTvis http://www.viam.science.tsu.ge/ geo/enlrg
i.vekuas sax.Tsu gmi semi– naris XXVIII gafarToebu- li sxdoma, Tbilisi, 22–26 aprili, 2014 moxsenebis anotacia ganxilulia timoSenkos arawrfiv diferencialur gantolebaTa sistema simetriuli firfitisaTvis. grinis funqciis gamoyenebiT mocemuli sistemidan gamoyofilia ara– wrfivi integraluri gantoleba ganivi gadaadgilebis w funqciis mimarT, romlis amo– saxsnelad gamoyenebulia galiorkinis meTodi da iakobis iteracia. Sefasebulia itera– ciuli procesis cdomileba. 43
J.Peradze, Z.Tsiklauri
On the convergence of an itera- tion method for a nonlinear sta- tic beam equation http://www.euro-math-soc.eu/ cmc/Program/Program_CMC.pdf
Caucasian Mathematics Con- ference, CMC-1, September 5-6, 2014, Tbilisi
moxsenebis anotacia statikuri ZelisaTvis kirhofis tipis arawrfivi integraluri gantolebis amosaxsne- lad gamoyenebulia martivi iteraciis meTodi. Seswavlilia meTodis krebadobis piro- bebi da Sefasebulia sizuste. 44
J.Peradze
An equation for transverse dis- placement in a nonlinear prob- lem of plate vibration http://www.euro-math-soc.eu /cmc/Program/Programs_CMC_ Batumi.pdf
V International Conference of the Georgian Mathematical Union, Batumi, September 8-12, 2014
dinamiuri fifitisaTvis vlasov–donelis arawrfiv gantolebaTa sistemidan gamoyo- filia kirhofis tipis arawrfivi integro–diferencialuri gantoleba ganivi gadaadgi- 762
lebis funqciis mimarT. 45 J.Peradze
The error of a solution of a non- linear static beam problem http://tsu.edu.ge/data/file_db/PR/ Programa.pdf
saqarTvelos meqanikosTa kavSiris V saerTaSoriso konferencia, Tbilisi, 8–10 oqtomberi, 2014
moxsenebis anotacia ganxilulia arawrfivi diferencialuri gantoleba statikuri ZelisaTvis erTgvarova– ni sasazRvro pirobebiT. amocanis amosaxsnelad gamoyenebulia variaciuli meTodi da niutonis iteracia. damtkicebulia Teorema algoriTmis sruli cdomilebis Sesaxeb.
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J.Peradze
An equation for transverse displacement in a nonlinear problem of shell vibration http://publications.lib.chalme rs.se/publication/202188
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European Mechanics of Mate– rials Conference–EMMC14, Gothenburg, Sweden, August 27- 29, 2014
moxsenebaTa anotaciebi dinamiuri garsisaTvis vlasov–donelis arawrfiv gantolebaTa sistemidan miRebulia kirhofis tipis arawrfivi integro–diferencialuri gantoleba ganivi gadaadgilebis funqciis mimarT. 47
V. Tsutskiridze
Steady flows of conductive liquid in a rectangular channel at existence of transverse magnetic field.
International Scientific Conference ”MECANICS 2014”(that is dedicated to the 15-th anniversary of Scientific Journal of IFTOMM “Problems of Mechanics”). Tbilisi, 2014, June 19-21, Georgia abstraqti: statiaSi Seswavlilia blanti arakumSvadi gamtari siTxis arastacionaruli 763
dineba marTkuTxovani formis miliSi, rodesac moqmedebs garegani erTgvarovani magnituri veli.miRebulia dasmuli amocanis zogadi amonaxsni da misi kerZo SemTxvevebi. 48 J. Sharikadze, V. Tsutskiridze, L. Jikidze The conducting liquid flow between porous wells with heat Transfer.
V International conference of the Georgian Mathematical Batumi, 2014, September 8-12, Georgia. Book of Abstracts, p. 155. abstraqti: Seswavlilia blanti arakumSvadi gamtari siTxis pulsaciuri dineba forovan kedlebs Soris, rodesac moZraobos marTobulad modebulia garegani erTgvarovani magnituri veli. miRebulia magnitohidrodinamikis gantolebaTa sistemis amonaxsnebi konkretul SemTxvevebSi. gamoTvlilia siTxis fizikuri maxasiaTeblebi. . 3 L. Jikidze, V. Tsutskiridze
Unsteady rotation problem on infinite porous plate in the conducting fluid with account heat transfer in case of variable
electroconductivity and injection velocity V Annual Meeting of the Georgian Mechanical Union , Tbilisi, 2014, October 8-10, Georgia. Book of Abstracts, p.16
abstraqti: mimdevrobiTi miaxloebis meTodiT Seswavlilia gamtar siTxeSi usasrulo forovani firfitis brunvis arastacionaruli amocana magnituri velisa da siTbogadacemis gaTvaliswinebiT cvladi eleqtrogamtareblobis SemTxvevaSi. dinamikuri da siTburi sasazRvro fenaTa sisqeebis gansasazRvravad miRebulia Sesabamisi diferencialuri gantoloebebi da Cawerilia maTi zusti amoxsnebi zogierT kerZo SemTxvevaSi, rodesac gamoJonvis siCqare icvleba sxvadasxva kanoniT. gamoTvlilia dinebis yvela fizikuri maxasiaTebeli. # moxsenebebi/ momxseneblebi moxsenebis saTauri forumis Catarebis dro da adgili 49 avTandil gaCeCilaZe An Alternative Monotonicity Method in Quasi-Variational Inequalities, V International Conference of the Georgian Mathematical Union, Batumi 8-12 September (2014) V International Conference of the Georgian Mathematical Union, Batumi 8-12 September (2014) 764
meore rigis skalaruli elifsuri koercitiuli oradwrfivi formisTvis L ???????????? ∞
koeficientebiT ganxilulia variaciuli utolobebi rogorc calmxrivi ise ormxrivi winaRobebiT. winaRobebi SeiZleba iyos sazRvarzec da areSic. ormxrivi utolobebisTvis napovnia garkveuli tipis monotonuri damokidebulebebi amonaxsnsa da monacemebs Soris (e. w. „energetikuli monotonuroba“). Sedegebi gamoyenebulia ormxrivi kvazivariaciuli utolobebis kvlevaSi. ganxilulia ori SemTxveva: I - zeda da qveda sasazRvro winaRobas akldeba erTidaigive aracxadi winaRoba da II - qveda winaRobas akldeba da zeda winaRobas emateba sxvadasxva sasazRvro aracxadi winaRobebi (gansxvavebiT adre ganxiluli SemTxvevisa rodesac es winaRobebi erTidaigive iyo). orive SemTxvevaSi aracxadi e.i., amonaxsnze damokidebuli winaRobebi msgavsia siniorinis aracxad amocanaSi arsebuli winaRobis. I SemTxvevaSi damtkicebulia amonaxsnis arseboba da erTaderToba, xolo I I SemTxvevaSi amonaxsnis arseboba, xolo erTaderToba garkveul pirobebSi. orive SemTxvevaSi amonaxsnis erTaderTobis pirobebSi damtkicebulia amonaxsnis mdgradoba, misi aproqsimacia variaciuli utolobebis amonaxsnebiT zrdadi da klebadi iteraciuli procesebis agebis saSualebiT. aseve, am iteraciuli procesebisTvis Sefasebulia naSTiTi wevrebi. yvela es Sedegi samarTliania maSinac, rodesac ormxriv kvazivariaciul utolobebSi sasazRvro winaRobebis magivrad gvaqvs winaRobebi areSi, dirixles an neimanis pirobiT sazRvarze.
b) ucxoeTSi
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momxseneblebi moxsenebis saTauri forumis dasaxeleba, Catarebis dro da adgili 1
D. Natroshvili Mixed Impedance Transmission Problems for Vibrating Layered Elastic Bodies The 13 th
on Integral Methods in Science and Engineering, IMSE-2104, 21-25 July, 2014, Karlsruhe Institute of Technology, Karlsruhe, Germany
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moxsenebis anotacia gamokvleulia transmisiis mdgradi rxevis amocanebi impedansuri sasazRvro pirobiT fenovani drekadi sxeulebisaTvis. 2
Regularity of solutions to mixed interface crack problems ICM 2014 - International Congress of Mathematicians, August 13-21, 2014, Seoul, South Korea. moxsenebis anotacia Seswavlilia drekadi sxeulebis meqnikis modelebis Sereuli sasazRvro amocanebis amonaxsnebis regularobis Tvisebebi singularuli wirebis midamoSi da dadgenilia mTavari singularobebis ricxviTi maxasiaTeblebis materialur mudmivebze damokidebulebis sakiTxebi. 3
Regularity properties of solutions to mixed interface crack problems of thermo-electro-magneto- elasticity 10th International Workshop Direct and Inverse Problems on Piezoelectricity, September 21- 24, 2014, Vienna, Austria.
moxsenebis anotacia Seswavlilia Termo-eleqtro-magnito drekadobis Teoriis Sesabamisi modelis Sereuli da bzaris tipis sasazRvro amocanebis amonaxsnebis regularobis Tvisebebi singularuli wirebis midamoSi da gamokvleulia Zabvebis singularobebis ricxviTi maxasiaTeblebis materialur mudmivebze damokidebulebis sakiTxebi.
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A.Meskhi Weighted criteria for multilinearfractional integrals ICM 2014 - International Congress of Mathematicians, August 13-21, 2014, Seoul, South Korea. moxsenebis anotacia moxsenebaSi gadmocemulia mravladnaxevradwrfivi wiladuri maqsimaluri operatorebis SemosazRvrulobis kriteriumebi wonian lebegis sivrceebSi. sxva SedegebTan erTad moyvanilia aucilebeli da sakmarisi piroba wonaze, romlisTvisac aRniSnuli operatorisaTvis adgili aqvs kvalis utolobas. analogiuri amocana amoxsnilia Zlieri mravladnaxevradwrfivi wiladuri maqsimaluri operatorebisTvisac. am operatorebisaTvis damtkicebulia feferman-steinis tipis utolobac. 766
5 G.Berikelashvili, B.Midodashvili On the improvement of convergence rate of difference schemes with high order differences for a convection- diffusion equation
12th International Conference of Numerical Analysis and Applied Mathematics
(ICNAAM 2014, September 22- 28, 2014, Rhodes, Greece) moxsenebis anotacia konveqcia-difuziis amocanisaTvis Seswavlilia sxvaobiani sqemiT miRebuli amonaxsnis dazustebis meTodi. damtkicebulia mRali rigiT krebadoba.
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On generalization of Sierpinski's theorem on universal power series and its application
ICM 2014 - International Congress of Mathematicians, August 13-21, 2014, Seoul, South Korea moxsenebis anotacia Semotanilia erTmagi Sereuli mwkrivisa da erTmagi periodulad Sereuli mwkrivis cneba. Sereuli mwkrivebisaTvis ganzogadebulia serpinskis Teorema universaluri xarisxovani mwkrivebis Sesaxeb. es ukanaskneli aris kavSirSi hilbertis me-13 problemis kolmogoroviseul amoxsnasTan. damtkicebulia Teorema, romlis Tanaxmadac mravali cvladis nebismieri uwyveti funqcia SeiZleba warmodgenil iqnas erTmagi Sereuli mwkrivebis superpoziciis saSualebiT.
Gogi Pantsulaia On some problems of abstract analysis The 42th Winter School in Abstract Analysis, January 11 - 18, 2014 ( Hotel Mánes ) Svratka
. Web page : http://www.karlin.mff.cuni.cz/~lh ota/
moxsenebis anotacia koenis (2012) midgomisagan gansxvavebuli midgomiT naCvenebia,rom unimodaluri polonuri arakompaqturi jgufebis yoveli usasrulo namravli warmoidgineba rogorc haaris azriT nul simravlisa da pirveli kategoriis simravleebis gaerTianebis saxiT, rac iZleva saSualebas dadebiTad gavceT pasuxi darjis (2012) SekiTxvaze. naCvenebia, rom unimodaluri polonuri arakompaqturi jgufebis usasrulo Tvlad namravlze gansazRvruli haaris zomaTa beikeris (2004) namravli koncentrirebulia pirveli kategoriis simravleze, romelic ver ifareba
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kompaqtebis Tvladi ojaxiT. aseve naCvenebia, rom d.fremlinis mier 2012 wels dasmuli amocana imis Sesaxeb Tu ramdenadaa SesaZlebeli haaris azriT nuli simravlis cnebis Semotana borelis simravleebisaTvis gverdis avliT, damoukidebelia simravleTa ZF +DC Teoriisagan. msgavsi Sedegia miRebuli elekesa da stefranis mier 2012 wels dasmul SekiTxvaze imis Sesaxeb, arsebobs Tu ara atomurad singularuli borelis albaTuri zoma namdvil ricxvTa simravleze, romelic axdens namdvil ricxvTa RerZis yoveli dadebiTi lebegis zomis mqone simravlis refleqtirebas. erdoS-serpinskis oradulobis principis gamoyenebiT naCvenebia, rom serpinskis simravlis dualuri simravle uaryofiTad pasuxobs elekesa da stefranis (2012) erT topologiur analogs. rogorc Sedegi miRebulia, rom batroszinskis (2002) da burke-mileris(2005) Sedegebi damoukidebelia ZF +DC Teoriisagan. 8
V. Kokilashvili and V. Paatashvili problem in the domains with nonsmooth boundaries ICM 2014 - International Congress of Mathematicians, August 13-21, 2014, Seoul, South Korea.
moxsenebis anotacia moxsenebaSi riman-hilbertis amocana ganxilulia oradbmul areSi; moZebnilia amoxsnadobis rigi aucilebeli da aucilebeli da sakmarisi pirobebi; garkveuli singularuli integraluri gantolebis amonaxsnis moSveliebiT agebulia amonaxsnebi.
9 N. Danelia, V. Kokilashvili and Ts. Tsanava On some approximation problems ICM 2014 - International Congress of Mathematicians, August 13-21, 2014, Seoul, South Korea. moxsenebis anotacia moxsenebaSi gadmocemuli iyo furies trigonometriuli mwkrivebis cvladi rigis Cezaros saSualoebis maJorantebis lebegis erTi woniani sivrcidan meoreSi SemosazRvrulobis kriteriumi. wonian lebegis sivrceSi dadgenilia jeradi furies trigonometriuli mwkrivebis pringshaimis azriT normiT krebadobis aucilebeli da sakmarisi piroba. 10
T.Jangveladze
(Plenary Lecture) Finite Difference and Finite Element Approximations for One NonlinearPartial Integro- Differential Equation
Finite Differences, Finite Elements, Finite Volumes, Boundary, May 15-17, Elements, Gdansk, Poland moxsenebis anotacia ganixileba garemoSi eleqtromagnituri velis gavrcelebis procesis aRmweri erTi 768
arawrfivi, e.w. gasaSualebuli, integro-diferencialuri gantoleba. Seswavlilia sasrul-sxvaobiani sqemebi da sasrul elementTa meTodi ori tipis sawyis-sasazRvro amocanisaTvis.ganxilulia adre Seswavlilze farTo arawrfivobebi. 11
T.Jangveladze, Z.Kiguradze Large Time Behavior and Semi- Discrete Scheme for OneNonlinear Partial Integro- Differential Equation 38th Annual SIAM Southeastern Atlantic Section Conference, March 28-30, Melbourne, USA moxsenebis anotacia ganixileba garemoSi eleqtromagnituri velis gavrcelebis procesis aRmweri erTi arawrfivi, e.w. gasaSualebuli, integro-diferencialuri gantoleba. Seswavlilia magnituri velis erTkomponentiani da erTganzomilebiani SemTxveva. ganxilulia adre Seswavlilze farTo saxis arawrfivobebi. gamokvleulia sawyis-sasazRvro amocanebis amonaxsnebis asimptoturi yofaqceva. naCvenebia Sesabamisi naxevrad- diskretuli sqemis krebadoba rigis dafiqsirebiT. 12
G.Asanishvili, G.Jangveladze, T.Jangveladze, Z.Kiguradze Asymptotic Propertyand Semi- discreteScheme for OneNonlinear Integro-
differentialSystemAssociated with thePenetration of aMagnetic Field into aSubstance 38th Annual SIAM Southeastern Atlantic Section Conference, March 28-30, Melbourne, USA moxsenebis anotacia ganixileba garemoSi eleqtromagnituri velis gavrcelebis procesis aRmweri erTi arawrfivi integro-diferencialuri gantolebaTa sistema. Seswavlilia magnituri velis orkomponentiani, erTganzomilebiani da xarisxovani arawrfivobis SemTxveva. gamokvleulia sawyis-sasazRvro amocanebis amonaxsnebis asimptoturi yofaqceva. naCvenebia Sesabamisi naxevrad-diskretuli sqemis krebadoba rigis dafiqsirebiT. 13 T.Jangveladze, Z.Kiguradze Investigation and Numerical Solution of Some Systems of Nonlinear Partial Integro- Differential Equations Seminar at Department of Applied Mathematics at Laboratoire Jacques-Louis Lions, Pierre and Marie Curie University, October 6, Paris, France moxsenebis anotacia ganixileba garemoSi eleqtromagnituri velis gavrcelebis procesis aRmweri erTi arawrfivi integro-diferencialuri erTganzomilebiani da organzomilebiani gantolebaTa sistemebi. Seswavlilia magnituri velis orkomponentiani da xarisxovani arawrfivobis SemTxvevebi. gamokvleulia sawyis-sasazRvro amocanebis amonaxsnebis asimptoturi yofaqceva. Catarebulia Sesabamisi ricxviTi eqsperimentebis analizi. 14 T.Jangveladze, Z.Kiguradze On Investigation and Approximate Solution of One Nonlinear Partial Integro-Differential Equation with WSEAS 8th International Conference on Applied Mathematics,Simulation, 769
Source Term Modelling (ASM '14), November 22-24, Florence, Italy moxsenebis anotacia ganixileba sawyis-sasazRvro amocana Sereuli sasazRvro pirobebiT wyaros wevriani erTi arawrfivi integro-diferencialuri gantolebisaTvis. Seswavlilia naxevrad- diskretuli da sasrul-sxvaobiani sqemebi. yuradReba gamaxvilebulia adre Seswavlilze farTo klasis arawrfivobebze. aseve ganxilulia amonaxsnis arsebobis, erTaderTobis da asimptoturi yofaqcevis sakiTxebi. 15
n. SavlayaZe The contact problem for a piecewise-homogeneous plate with a finite inclusion of variable cross-section VIII saerTaSoriso konferencia”deformadi sxeulebis urTierTqmedebaTa dinamikis problemebi” 22-26 seqtemberi, 2014, gorisi-stepanakerti, somxeTi moxsenebaTa anotaciebi ganixileba uban-uban erTgvarovani orTotropuli firfita, romelic gamagrebulia wamaxvilebuli(kuTxis) formis sasruli CarTviT, romelic gadis gamyof sazRvarze marTi kuTxiT da DdatvirTulia normaluri ZalebiT. Aanalizur funqciaTa Teoriis meTodebiT amocana dayvanilia singularul integro-diferencialur gantolebaze, integraluri gardaqmnebiT ki miRebulia rimanis amocana, romlis amonaxsni warmodgenilia cxadi saxiT. ganisazRvreba normaluri sakontaqto Zabvebi kontaqtis wiris gaswvriv da dadgenilia maTi yofaqceva singularuli wertilebis maxloblobaSi.
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A. Kirtadze On some properties of additive functions International Conference of Mathematics and its Applications, 13-17 November, 2014, Kuwait moxsenebis anotacia moxsenebaSi gadmocemul iqna koSis funqcionaluri gantolebis amonaxsnebis Tvisebebi. kerZod, naCvenebi iyo, rom arsebobs aditiuri funqcia, romelic: a) absoluturad arazomadia lebegis zomis Zvrebis mimarT invariantulebi gagrZelebebis mimarT; b) romlis grafikic aris masiuri namravli zomis mimarT; g) fardobiTad zomadia namdvil ricxvTa RerZze gansazRvruli sigma-sasruli difuzuri borelis zomaTa klasis mimarT. 17
J.Peradze
An equation for transverse displacement in a nonlinear 14 th European Mechanics of Mate– rials Conference–EMMC14, 770
problem of shell vibration http://publications.lib.chalme rs.se/publication/202188
Gothenburg, Sweden, August 27- 29, 2014
moxsenebaTa anotaciebi dinamiuri garsisaTvis vlasov–donelis arawrfiv gantolebaTa sistemidan miRebulia kirhofis tipis arawrfivi integro–diferencialuri gantoleba ganivi gadaadgilebis funqciis mimarT. 18
Avtandil Gachechiladze An Alternative Monotonicity Method in Quasi-Variational Inequalities Summer school “on Applied Analysis for Materials “
25.08 - 5.09 (2014), Berlin , Germany moxsenebis anotacia meore rigis skalaruli elifsuri koercitiuli oradwrfivi formisTvis L ???????????? ∞
koeficientebiT ganxilulia variaciuli utolobebi rogorc calmxrivi ise ormxrivi winaRobebiT. winaRobebi SeiZleba iyos sazRvarzec da areSic. ormxrivi utolobebisTvis napovnia garkveuli tipis monotonuri damokidebulebebi amonaxsnsa da monacemebs Soris (e. w. „energetikuli monotonuroba“). Sedegebi gamoyenebulia ormxrivi kvazivariaciuli utolobebis kvlevaSi. ganxilulia sami SemTxveva: I - zeda da qveda sasazRvro winaRobas akldeba erTidaigive aracxadi winaRoba; II - qveda winaRobas akldeba da zeda winaRobas emateba erTidaigive aracxadi winaRoba da III - qveda winaRobas akldeba da zeda winaRobas emateba sxvadasxva sasazRvro aracxadi winaRobebi. samive SemTxvevaSi aracxadi e.i., amonaxsnze damokidebuli winaRobebi msgavsia siniorinis aracxad amocanaSi arsebuli winaRobis. I da II SemTxvevaSi damtkicebulia amonaxsnis arseboba da erTaderToba, xolo III SemTxvevaSi amonaxsnis arseboba, xolo erTaderToba garkveul pirobebSi. samive SemTxvevaSi amonaxsnis erTaderTobis pirobebSi damtkicebulia amonaxsnis mdgradoba, misi aproqsimacia variaciuli utolobebis amonaxsnebiT zrdadi da klebadi iteraciuli procesebis agebis saSualebiT. aseve, am iteraciuli procesebisTvis Sefasebulia naSTiTi wevrebi. yvela es Sedegi samarTliania maSinac, rodesac ormxriv kvazivariaciul utolo– bebSi sasazRvro winaRobebis magivrad gvaqvs winaRobebi areSi, dirixles an neimanis pirobiT sazRvarze.
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ucxoeTis samecniero an/da saswavlo dawesebulebebTan TanamSromloba:
daviT natroSvili: a) samecniero TanamSromloba londonis brunelis universitetTan (maTematikis departamenti, profesori sergei mixailovi). b) samecniero TanamSromloba miunxenis bundesveris universitetTan (maTematikis departamenti, profesori ioaxim gvineri). g) samecniero TanamSromloba aTenis universitetTan (maTematikis departamenti, profesori ioanis stratisi, qristos aTanasiadisi). d) 543868-TEMPUS-1-2013-1-DE-TEMPUS -JPCR, MathGeAr tempusis sagranto proeqtis monawile saqarTvelos universitetebis (stu, saqarTvelos universiteti, SoTa rusTvalis baTumis saxelmwifo universiteti, akaki wereTlis saxelobis quTaisis saxelmwifo universitetis) koordinatori da proeqtis sakoordinacio sabWos wevri. e) saswavlo meToduri TanamSromloba tempusis proeqtis farglebSi (543868-
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