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51 tulosta hakusanalla Gerasimenko Mikhail

Vystavochnyj marketing. Uchebnoe posobie

Vystavochnyj marketing. Uchebnoe posobie

Valentina Gerasimenko; Kirill Simonov

Prospekt
2021
nidottu
Kniga posvjaschena izlozheniju osnov effektivnogo ispolzovanija torgovykh vystavok v kachestve instrumenta pozitsionirovanija, prodvizhenija i razvitija biznesa. Daetsja tselostnoe rassmotrenie funktsij i zadach vystavochnogo marketinga v kontekste obschej kontseptsii marketinga organizatsii. Vystavochnyj marketing predstavlen kak moschnaja sostavljajuschaja i kompleksnyj format raboty predprijatija v uslovijakh rynochnoj ekonomiki. Kniga podgotovlena v svjazi s zaprosom na rasshirenie prikladnogo obrazovanija v oblasti marketinga, a takzhe v tseljakh nauchno-metodicheskoj podderzhki vnedrenija professionalnogo standarta "Spetsialist po vystavochnoj dejatelnosti v sfere torgovo-promyshlennykh vystavok".Uchebnik adresovan slushateljam programm MVA, professionalnoj perepodgotovki i povyshenija kvalifikatsii (po ekonomicheskim napravlenijam), studentam, obuchajuschimsja po ekonomicheskim spetsialnostjam magistratury i aspirantury, prepodavateljam marketingovykh distsiplin i biznes-treneram, a takzhe sotrudnikam, rabotajuschim na vystavkakh predprijatij.Redaktor: Gerasimenko Valentina Vasilevna
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Ne zakryvaj glaza

Ne zakryvaj glaza

Olesja Gerasimenko

Freedom Letters
2025
nidottu
Ne zakryvaj glaza. Vojna i emigratsija. Dnevnik zhurnalista Etot tekst - akt soprotivlenija nechelovecheskomu. Olesja Gerasimenko pishet o vojne, kotoruju ne vidno. O slepykh zonakh rossijsko-ukrainskoj bojni - tam, gde torgujut telami i oruzhiem, rvutsja sudby, rushitsja psikhika tekh, kto streljaet, i tekh, kto pytaetsja ujti. V ee knige govorjat ljudi, ne popadajuschie v khroniki: mediki, dezertiry, seks-rabotnitsy, materi. Ljudi, kotorykh vojna ne sprashivala, khotjat li oni byt ee chastju. Gerasimenko vidit cheloveka tam, gde vse ustroeno protiv nego.
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Manja v seli

Manja v seli

Natalija Gerasimenko

Chas Majstriv
2022
sidottu
Ukrajinske selo Opishnja - najdivovizhnishe mistse u sviti, raj dlja taks! Ja, taksa Manja, pobuvala tam jakos i virishila, scho potribno trokhi rozpovisti ditjam pro tse selo, tim pache scho Opishnja - tsentr traditsijnoji ukrajinskoji keramiki. Tam stilki vsogo tsikavogo! Kozi, korovi, gusi, kuri, svini, koni! A sche vsiljaka dribnota: jizhachki, jaschirki, babki, ravliki, meteliki j zhuki! Ja rozpovim vam pro lis, jagodi j gribi. Pro te, jak ja zvilnjala svijskikh tvarin, priruchala kurcha, lovila Najbilshu Ribu, rjatuvalasja vid vikradachiv, zajmalasja jogoju, opikuvalasja bezpritulnimi sobakami, prikhistila malenke koshenja, ulashtuvala v sadu zhivij kutochok, rozsliduvala zniknennja varenikiv, podruzhilasja z lisitseju z najblizhchogo lisu i pro te, jak razom z novimi druzjami borolasja za ekologiju j svjatkuvala Den Nezalezhnosti.Ja maju gostrij rozum, tozh, vvazhaju, vam bude kumedno pobachiti svit ljudej mojimi ochima. I sche vi obov'jazkovo majete poznajomitisja z gostjami j meshkantsjami Opishni, adzhe kozhen iz nikh chims tsikavij! Moja gospodinja Nata - duzhe tvorcha ljudina, scholita vona razom z dochkoju Oksanoju tikaje vid miskoji metushni do tikhogo ukrajinskogo sela. Oksana ljubit sposterigati za metelikami j druzhit iz kozoju Rajeju. Anja stvorjuje keramiku j schoranku plavaje v richtsi. Kolja - zapeklij ribalka, same z nim mi lovili Najbilshu Ribu. Nadja - najgostinnisha sered susidok, zavzhdi prigoschaje vsikh chimos smachnenkim. Kit Sirij zavzhdi prikhodit na zapakh ribi, ocheretjanij kit Maljuk - velicheznij i dobrij, Anina sobaka Shelli duzhe blagorodna, a susidski sobachki Venera j Shanel - khitri j pustotlivi.Usikh nas ob'jednujut veseli litni prigodi v krasivomu ukrajinskomu seli. Spogadi pro nikh zigrivajut mene navit u kholodni zimovi vechori. Tsja knizhka - spravzhni dveri v lito. Vidchinit jikh razom zi mnoju!
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Manja ta inshi

Manja ta inshi

Natalija Gerasimenko

Chas Majstriv
2020
sidottu
Privit, ja ukrajinsko-bavarska taksa Manja! Jakscho vi ljubite tvarin ta bazhajete vid dushi poveselitis, to same dlja VAS moja gospodinja Natalija Gerasimenko stvorila knizhku-komiks! Jak nazivajetsja, pitajete? "Manja", zvichajno zh! Ja tam bagato chogo jij po sekretu rozpovila! I pro svoji budni, i pro svij dosvid. Nu sche porad dala trishki schodo pravilnogo vikhovannja sobak! Ja vpevnena, scho spodobajusja vam! Bo moja gospodinja vvazhaje mene veseloju j duzhe rozumnoju, ta ja zh i sama bachu, jak radijut i tishatsja chitachi, koli tsja knizhka-komiks potrapljaje jim u ruki.
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Ogon silnee mraka

Ogon silnee mraka

A.S. Gerasimenko

Ast
2025
sidottu
Mir, gde magija pod zapretom.Mir, v kotorom na smenu volshebnym zhezlam i energeticheskim kristallam prishli revolvery i parovye mashiny.Mir, gde bogi istrebili drug druga, a ljudi strojat novuju zhizn na oblomkakh tsivilizatsii.Mir, v kotorom khoroshij syschik vsegda najdet rabotu. Dzhon Repejnik ne prosto khoroshij syschik. On telepat, odin iz nemnogikh ubljudkov, utaivshikh svoi sposobnosti ot vlastej. Po rasporjazheniju Gildii Dzhon otpravljaetsja v otdalennoe poselenie, chtoby najti i ustranit bujnuju rusalku, dosazhdajuschuju mirnym ljudjam.No, pribyv na mesto, on otkryvaet neprigljadnuju tajnu, kotoruju skryvajut mestnye zhiteli...
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Osoznannye skazki. Istorii dlja detej i ikh roditelej ob emotsijakh, zhelanijakh i vybore svoej realnosti

Osoznannye skazki. Istorii dlja detej i ikh roditelej ob emotsijakh, zhelanijakh i vybore svoej realnosti

I. Gerasimenko

Eksmo
2024
sidottu
"Osoznannye skazki" - istorii, sozdannye dlja roditelej, kotorye khotjat provesti svoikh detej v ogromnyj vnutrennij mir samopoznanija. V kazhdoj skazke skryt glubokij smysl, sposobnyj pomoch vashemu rebjonku luchshe uznat samogo sebja, vzaimodejstvovat s okruzhajuschimi ljudmi, ponimat mir i svojo prisutstvie v njom, stat schastlivym i uverennym v sebe, a takzhe nauchitsja radovatsja momentu zdes i sejchas.
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Mathematical Foundations of Classical Statistical Mechanics

Mathematical Foundations of Classical Statistical Mechanics

D.Ya. Petrina; V.I. Gerasimenko; P V Malyshev

CRC Press
2002
sidottu
This monograph considers systems of infinite number of particles, in particular the justification of the procedure of thermodynamic limit transition. The authors discuss the equilibrium and non-equilibrium states of infinite classical statistical systems. Those states are defined in terms of stationary and nonstationary solutions to the Bogolyubov equations for the sequences of correlation functions in the thermodynamic limit. This is the first detailed investigation of the thermodynamic limit for non-equilibrium systems and of the states of infinite systems in the cases of both canonical and grand canonical ensembles, for which the thermodynamic equivalence is proved. A comprehensive survey of results is also included; it concerns the properties of correlation functions for infinite systems and the corresponding equations. For this new edition, the authors have made changes to reflect the development of theory in the last ten years. They have also simplified certain sections, presenting them more systematically, and greatly increased the number of references. The book is aimed at theoretical physicists and mathematicians and will also be of use to students and postgraduate students in the field.
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Many-Particle Dynamics and Kinetic Equations

Many-Particle Dynamics and Kinetic Equations

C. Cercignani; U.I. Gerasimenko; D.Y. Petrina

Springer
1997
sidottu
As our title suggests, there are two aspects in the subject of this book. The first is the mathematical investigation of the dynamics of infinite systems of in­ teracting particles and the description of the time evolution of their states. The second is the rigorous derivation of kinetic equations starting from the results of the aforementioned investigation. As is well known, statistical mechanics started in the last century with some papers written by Maxwell and Boltzmann. Although some of their statements seemed statistically obvious, we must prove that they do not contradict what me­ chanics predicts. In some cases, in particular for equilibrium states, it turns out that mechanics easily provides the required justification. However things are not so easy, if we take a step forward and consider a gas is not in equilibrium, as is, e.g., the case for air around a flying vehicle. Questions of this kind have been asked since the dawn of the kinetic theory of gases, especially when certain results appeared to lead to paradoxical conclu­ sions. Today this matter is rather well understood and a rigorous kinetic theory is emerging. The importance of these developments stems not only from the need of providing a careful foundation of such a basic physical theory, but also to exhibit a prototype of a mathematical construct central to the theory of non-equilibrium phenomena of macroscopic size.
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Many-Particle Dynamics and Kinetic Equations

Many-Particle Dynamics and Kinetic Equations

C. Cercignani; U.I. Gerasimenko; D.Y. Petrina

Springer
2012
nidottu
As our title suggests, there are two aspects in the subject of this book. The first is the mathematical investigation of the dynamics of infinite systems of in­ teracting particles and the description of the time evolution of their states. The second is the rigorous derivation of kinetic equations starting from the results of the aforementioned investigation. As is well known, statistical mechanics started in the last century with some papers written by Maxwell and Boltzmann. Although some of their statements seemed statistically obvious, we must prove that they do not contradict what me­ chanics predicts. In some cases, in particular for equilibrium states, it turns out that mechanics easily provides the required justification. However things are not so easy, if we take a step forward and consider a gas is not in equilibrium, as is, e.g., the case for air around a flying vehicle. Questions of this kind have been asked since the dawn of the kinetic theory of gases, especially when certain results appeared to lead to paradoxical conclu­ sions. Today this matter is rather well understood and a rigorous kinetic theory is emerging. The importance of these developments stems not only from the need of providing a careful foundation of such a basic physical theory, but also to exhibit a prototype of a mathematical construct central to the theory of non-equilibrium phenomena of macroscopic size.
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