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Дрёмов и др. — Новосибирск, 2013.51. Кнунянц И.Л. Химическая энциклопедия / И.Л. Кнунянц. — Москва: Советская энциклопедия, 1990.52. Фиалков А.С. и др. Пирографит. Получение, структура, свойства / А.С. Фиалков,А.И. Бавер, Н.М. Сидоров и др. // Успехи химии. — 1965. — Т. 34. — С. 132.53. Синицына О.В. и др. Высокоориентированный пиролитический графит / О.В. Синицына, И.В. Яминский // Наноиндустрия. — 2011. — Т. 6. — С.
32–33.54. Bardotti L. et al. Experimental observation of fast diffusion of large antimony clusters ongraphite surfaces / L. Bardotti, P. Jensen, A. Hoareau et al. // Physical Review Letters. —1995. — Vol. 74. — P. 4694.55. Bardotti L.
et al. Organizing nanoclusters on functionalized surfaces / L. Bardotti, B. Prevel,P. Jensen // Applied Surface Science. — 2002. — Vol. 191. — P. 205.12056. Kébaili N. et al. Diffusion of silver nanoparticles on carbonaceous materials. Cluster mobilityas a probe for surface characterization / N. Kébaili, S. Benrezzak, P. Cahuzac et al.
// TheEuropean Physical Journal D. — 2009. — Vol. 52. — P. 115.57. Bardotti L. et al. Self organisation of Pt and Au clusters deposited on graphite: the role ofreactivity / L. Bardotti, F. Tournus, P. Mélinon // The European Physical Journal D. —2011. — Vol. 63. — P. 221.58. Tainoff D. et al. Self-organization of size-selected bare platinum nanoclusters: toward ultradense catalytic systems / D. Tainoff, L. Bardotti, F. Tournus // The Journal of PhysicalChemistry. — 2008. — Vol.
112. — P. 6842.59. Jensen P. Growth of nanostructures by cluster deposition: Experiments and simple models /P. Jensen // Reviews of Modern Physics. — 1999. — Vol. 71. — P. 1695.60. Perez A. et al. Quantum-dot systems prepared by 2D organization of nanoclusters preformedin the gas phase on functionalized substrates / A. Perez, L. Bardotti, B.
Prevel et al. // NewJournal of Physics. — 2002. — Vol. 4. — P. 1.61. Alivisatos A.P. Semiconductor clusters, nanocrystals, and quantum dots / A.P. Alivisatos //Science. — 1996. — Vol. 271. — P. 933.62. Bányai L. et al. Semiconductor quantum dots / L. Bányai, S.W. Koch. — World Scientific,1993. — Vol. 2.63.
Briot P. et al. Effect of particle size on the reactivity of oxygen-adsorbed platinum supportedon alumina / P. Briot, A. Auroux, D. Jones, M. Primet // Applied Catalysis. — 1990. —Vol. 59. — P. 141.64. Goodman D.W. Catalysis: from single crystals to the ”real world” / D.W. Goodman //Surface Science. — 1994.
— Vol. 299. — P. 837.65. Zinsmeister G. A contribution to Frenkel’s theory of condensation / G. Zinsmeister // Vacuum. — 1966. — Vol. 16. — P. 529.66. Zinsmeister G. Theory of thin film condensation. Part B: Solution of the simplified condensation equation / G. Zinsmeister // Thin Solid Films. — 1968. — Vol. 2. — P. 497.67. Zinsmeister G. Theory of thin film condensation part C: aggregate size distribution in islandfilms / G. Zinsmeister // Thin Solid Films. — 1969. — Vol. 4.
— P. 363.12168. Zinsmeister G. Theory of thin film condensation Part D: Influence of a variable collisionfactor / G. Zinsmeister // Thin Solid Films. — 1971. — Vol. 7. — P. 51.69. Frenkel J. Theorie der Adsorption und verwandter Erscheinungen / J. Frenkel // Zeitschriftfür Physik. — 1924. — Vol. 26. — P. 117.70. Venables J.A. Rate equation approaches to thin film nucleation kinetics / J.A. Venables //Philosophical Magazine. — 1973. — Vol. 27.
— P. 697.71. Venables J.A. et al. Nucleation and growth of thin films / J.A. Venables, G.D.T. Spiller,M. Hanbucken // Reports on Progress in Physics. — 1984. — Vol. 47. — P. 399.72. Bales G.S. et al. Dynamics of irreversible island growth during submonolayer epitaxy /G.S. Bales, D.C. Chrzan // Physical Review B. — 1994. — Vol. 50. — P. 6057.73. Blackman J.A. et al. Scaling behavior in submonolayer film growth: A one-dimensional model / J.A.
Blackman, P.A. Mulheran // Physical Review B. — 1996. — Vol. 54. — P. 11681.74. Mulheran P.A. et al. Theory of the island and capture zone size distributions in thin filmgrowth / P.A. Mulheran, D.A. Robbie // EPL (Europhysics Letters). — 2000. — Vol. 49. —P. 617.75. Bartelt N.C. et al. Ostwald ripening of two-dimensional islands on Si (001) / N.C. Bartelt,W.
Theis, R.M. Tromp // Physical Review B. — 1996. — Vol. 54. — P. 11741.76. Bartelt M.C. et al. Adatom capture by arrays of two-dimensional Ag islands on Ag(100) /M.C. Bartelt, C.R. Stoldt, C.J. Jenks et al. // Physical Review B. — 1999. — Vol. 59. —P. 3125.77. Bartelt M.C. et al. Exact island-size distributions for submonolayer deposition: Influenceof correlations between island size and separation. / M.C. Bartelt, J.W. Evans // PhysicalReview B. — 1996.
— Vol. 54. — P. R17359.78. Einax M. et al. Colloquium: Cluster growth on surfaces: Densities, size distributions, andmorphologies / M. Einax, W. Dieterich, P. Maass // Reviews of Modern Physics. — 2013.— Vol. 85. — P. 921.79. Bartelt M.C. et al. Scaling analysis of diffusion-mediated island growth in surface adsorptionprocesses. / M.C.
Bartelt, J.W. Evans // Physical Review B. — 1992. — Vol. 46. — P. 12675.12280. Jensen P. et al. Diffusion of nanoclusters on non-ideal surfaces / P. Jensen, A. Clément,L.J. Lewis // Physica E. — 2004. — Vol. 21. — P. 71.81. Lewis L.J. et al. Diffusion of gold nanoclusters on graphite / L.J. Lewis, P. Jensen, N.
Combe,J.L. Barrat // Physical Review B. — 2000. — Vol. 61. — P. 16084.82. Maruyama Y. et al. Truncated Lévy walk of a nanocluster bound weakly to an atomically flatsurface: Crossover from superdiffusion to normal diffusion / Y. Maruyama, J. Murakami //Physical Review B.
— 2003. — Vol. 67. — P. 085406.83. Metropolis N. et al. Equation of state calculations by fast computing machines / N. Metropolis, A.W. Rosenbluth, M.N. Rosenbluth et al. // The Journal of Chemical Physics. — 1953.— Vol. 21. — P. 1087.84. Binder K. Applications of Monte Carlo methods to statistical physics / K.
Binder // Reportson Progress in Physics. — 1997. — Vol. 60. — P. 487.85. Bortz A.B. et al. A new algorithm for Monte Carlo simulation of Ising spin systems /A.B. Bortz, M.H. Kalos, J.L. Lebowitz // Journal of Computational Physics. — 1975. —Vol. 17. — P. 10.86. Jensen P. et al. Deposition, diffusion, and aggregation of atoms on surfaces: A model fornanostructure growth / P. Jensen, A.-L. Barabási, H.
Larralde et al. // Physical Review B.— 1994. — Vol. 50. — P. 15316.87. Petersen M. et al. Level set approach to reversible epitaxial growth / M. Petersen, C. Ratsch,R.E. Caflisch, A. Zangwill // Physical Review E. — 2001. — Vol. 64. — P. 061602.88. Ratsch C. et al. Level-set method for island dynamics in epitaxial growth / C. Ratsch,M.F. Gyure, R.E. Caflisch et al. // Physical Review B.
— 2002. — Vol. 65. — P. 195403.89. Bezzola A. et al. Numerical Scaling Studies of Kinetically-Limited Electrochemical Nucleationand Growth with Accelerated Stochastic Simulations / A. Bezzola, B.B. Bales, L.R. Petzold,R.C. Alkire // Journal of The Electrochemical Society. — 2014. — Vol. 161. — P. E3001.90. Гардинер К.В. Стохастические методы в естественных науках / К.В. Гардинер. —Москва: Мир, 1986.
— Т. 528. — С. 526.91. Garcia-Alvarez D. A comparison of a few numerical schemes for the integration of stochasticdifferential equations in the Stratonovich interpretation / D. Garcia-Alvarez // arXiv preprintarXiv:1102.4401. — 2011.12392. Кузнецов Д.Ф. Стохастические дифференциальные уравнения: теория и практика численного решения / Д.Ф. Кузнецов. — Санкт-Петербург: Издательство Политехнического университета СПб., 2010.93. Кузнецов Д.Ф. Некоторые вопросы теории численного решения стохастических дифференциальных уравнений Ито / Д.Ф. Кузнецов // Дифференциальные уравнения ипроцессы управления. — 1998. — Т.
1. — С. 66.94. Krasnova A.K. et al. Fermi acceleration as a possible mechanism of rapid diffusion of goldclusters on graphite / A.K. Krasnova, O.A. Chichigina // Moscow University Physics Bulletin. — 2012. — Vol. 67. — P. 48.95. Valenti D. et al. Stochastic acceleration in generalized squared Bessel processes / D. Valenti,O.A. Chichigina, A.A. Dubkov, B. Spagnolo // Journal of Statistical Mechanics: Theory andExperiment. — 2015. — Vol.
2015. — P. P02012.96. Loskutov A.Yu. et al. Superdiffusion in 2D open-horizon billiards with stochastically oscillating boundaries / A.Yu. Loskutov, O.A. Chichigina, A.K. Krasnova, I.M. Sokolov // EPL(Europhysics Letters). — 2012. — Vol. 98. — P. 10006.97. Erdélyi A. et al. Higher Transcendental Functions / A.
Erdélyi, W. Magnus, F. Oberhettinger,F. G. Tricomi. — New York-Toronto-London: McGraw-Hill, 1953.98. Srivastava H.M. et al. A Treatise on Generating Functions / H.M. Srivastava, H.L. Manocha.— Chichester: Ellis Horwood, 1984.99. Градштейн И.С. и др. Таблицы интегралов, сумм, рядов и произведений / И.С. Градштейн, И.М. Рыжик. — Москва: Государственное издательство физико-математическойлитературы, 1963. — С. 1108.100. Marsaglia G.
et al. A Fast, Easily Implemented Method for Sampling from Decreasing orSymmetric Unimodal Density Functions / G. Marsaglia, W.W. Tsang // SIAM J. Sci. Comput. — 1984. — Vol. 5. — Pp. 349–359.101. Левин Б.Р. Теоретические основы статистической радиотехники / Б.Р. Левин. —Москва: Радио и Связь, 1989.
— С. 655.102. Ахманов С.А. и др. Статистическая радиофизика и оптика. Случайные колебания иволны в линейных системах. / С.А. Ахманов, Ю.Е. Дьяков, А.С. Чиркин. — Москва:Физматлит, 2010.124103. Chichigina O.A. et al. Stability in a system subject to noise with regulated periodicity /O.A. Chichigina, A.A. Dubkov, D. Valenti, B. Spagnolo // Physical Review E. — 2011. —Vol. 84. — P.