Книга |
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Andrey G. Cherstvy, James A. Stapleton, Jianyong Zhang, Toshko Boev, Julien Dura, Huseyin Canbolat, Electrostatics
(Part 4: T.Boev, Mathematical Models for Electrostatics of Heterogeneous Media), InTech, Ref, Рецензирано
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2012
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Научен проект |
1
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Тошко Боев, Динамични системи и приложения, Член, СУ "Св.Климент Охридски", Номер на договора:59 / 2014
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2014
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2
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Тошко Боев, Динамични системи и приложения, Член, ФНИ СУ "Св.Климент Охридски", Номер на договора:099/2013
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2013
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3
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Тошко Боев, Динамични системи и приложения, Член, СУ "Св. Кл. Охридски", Номер на договора:026/2012
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2012
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4
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Тошко Боев, Динамични системи и приложения, Член, МОМН, Номер на договора:ДДВУ 02/90
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2011
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5
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Тошко Боев, Динамични системи и приложения, Член, СУ "Св. Кл. Охридски", Номер на договора:193/2011
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2011
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6
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Тошко Боев, Динамични системи и приложения, Член, СУ "Св. Кл. Охридски", Номер на договора:172/2010
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2010
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7
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Тошко Боев, Динамични системи и приложения, Член, СУ "Св. Кл. Охридски", Номер на договора:28/2009
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2009
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8
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Тошко Боев, Динамични системи и приложения, Член, СУ "Св. Кл. Охридски", Номер на договора:221/2008
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2008
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9
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Тошко Боев, Динамични системи и приложения, Член, СУ "Св. Кл. Охридски", Номер на договора:84/2007
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2007
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10
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Тошко Боев, Динамични системи и приложения, Член, СУ "Св. Кл. Охридски", Номер на договора:66/2005
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2005
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11
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Тошко Боев, Повърхнинна електростатика за хетерогенни среди (подтема), Член, Европейски съюз, Номер на договора:SOCON 51 23 31/2005
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2005
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12
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Тошко Боев, Електростатика на хетерогенни системи "газ-течност" с липиден интерфейс (подтема), Член, МОМН - Нац. фонд, Номер на договора:X-1007/2004
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2004
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13
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Тошко Боев, Електростатика на хетерогенни системи "газ-течност" с липиден интерфейс (подтема), Член, МОМН - Нац. фонд, Номер на договора:Y-X-2/2003
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2003
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Научно ръководство |
1
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Тошко Боев, Детерминистични математически модели в биологията, ФзФ/ФМИ - СУ "Св.Кл.Охридски" дипломна работа:Владимир Александров, ФзФ, сп. Физика и математика, Фн 9291
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2010
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2
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Тошко Боев, Неавтономни дисипативни уравнения с нелинеен източник, ФМИ - СУ "Св. Кл. Охридски" дипломна работа:Александър Йорданов Стоименов, ФН 10197, ФМИ
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2001
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3
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Тошко Боев, Смесена задача за логаритмични уравнения на Клайн-Гордън, ФМИ - СУ "Св. Кл. Охридски" дипломна работа:Виктор Благоев Гущеров, ФН 9862, ФМИ
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1996
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4
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Тошко Боев, Глобални и избухващи решения на полулинейни вълнови уравнения, ФМИ - СУ "Св. Кл. Охридски" дипломна работа:Стефан Александров Запрянов, ФН 8834, ФМИ
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1990
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Статия в научно списание |
1
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T. Boev, G. Georgiev, Globally Existing Solutions to the Problem of Dirichlet for the Fractional 3D Poisson Equation, Fractal Fract. , vol:7920, issue:180, 2023, pages:1-16, ISSN (online):2504-3110, doi:https://doi.org/10.3390/fractalfract7020180, Ref, IF, IF (5.4 - 2022), Web of Science Quartile: Q1 (2022)
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2023
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2
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T. Boev, A solution formula to interface electrostatics of gas-liquids, Compt. rend. Acad. Bulg. Sci., vol:62, issue:1, 2009, pages:23-32, Ref, Web of Science
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2009
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3
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T. Boev, E. Molle, Simulation analysis to Kimura model in case of asymmetry, Genetics and Breeding, vol:38, issue:1, 2009, pages:95-104, Ref
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2009
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4
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T. Boev, Explicit approximations for nonlinear surface electrostatics, Compt. rend. Acad. Bulg. Sci., vol:61, issue:10, 2008, pages:1238-1248, Ref, Web of Science
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2008
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5
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B. Radoev, T. Boev, M. Avramov, Electrostatics of heterogeneous monolayers. Constitutive equations and mathematical models, Advances in Colloid and Interface Science, vol:114-115, 2005, pages:93-101, doi:10.1016/j.cis.2004.07.010, Ref, Web of Science, ACM Digital Library
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2005
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6
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B. Radoev, T. Boev, M. Avramov, Transmission problems in heterogeneous systems: Constitutive equations and mathematical models, Annuaire de L' universite de Sofia "St.Kl. Ohridski", Faculte de chimie, vol:96, 2004, pages:275-290, Ref
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2004
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7
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T. Boev, Global properties of damped semilinear wave equations , Compt. rend. Acad. Bulg. Sci., vol:53, issue:11, 2000, pages:13-16, Ref, Web of Science
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2000
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8
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T. Boev, A logarithmic class of semilinear wave equations, Annuaire de L' universite de Sofia "St.Kl.Ohridski", Faculte de mathematiques, Livre 1-math., vol:93, 1999, pages:93-108, Ref
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1999
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9
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T. Boev, A class of partially automodeled solutions for a type of semilinear wave equations (in Bulgarian), Annuaire de L' universite de Sofia "St.Kl.Ohridski", Faculte de mathematiq. et inform., Livre1-mathemat., vol:81, 1994, pages:83-90, Ref
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1994
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10
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T. Boev, Propagation and nonpropagation of singularitis for a class of semilinear P.D. Equations, Compt. rend. Acad. Bulg. Sci., vol:48, issue:8, 1988, pages:25-29, Ref, Web of Science
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1988
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11
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T. Boev, Uniqueness and regularity properties of linear operators and their applications, Banach Center Publications, vol:XIX, 1987, pages:17-24, Ref
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1987
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12
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T. Boev, E. Zhidkov, On the Cauchy problem for the nonlinear Klein Gordon equation in the multidimensional case (in Russian), Communications of JINR, Doubna (URSS) , vol:P5-85-605, 1985, pages:1-10, Ref
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1985
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13
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T. Boev, Propagation phenomena in elastic media, University Annual on Applied Mathematics - TU Sofia, vol:21, issue:4, 1985, pages:201-211, Ref
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1985
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14
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T. Boev, A class of pseudodifferential operators, Annuaire Univ. Sofia, Livre 1 - Math., vol:78, 1984, pages:30-39, Ref
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1984
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15
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T. Boev, Propagation of singularities for a class of operators with involutive characteristics , Compt. rend. Acad. Bulg. Sci., vol:35, issue:7, 1982, pages:881-886, Ref, Web of Science
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1982
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16
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T. Boev, Uniqueness for the Cauchy problem in case of double variable characteristics, Compt. rend. Acad. Bulg. Sci., vol:35, issue:6, 1982, pages:743-748, Ref, Web of Science
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1982
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17
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T. Boev, Uniqueness of the Cauchy problem in case of multiple variable characteristics, Compt. rend. Acad. Bulg. Sci., vol:35, issue:5, 1982, pages:597-602, Ref, Web of Science
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1982
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18
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T. Boev, On the propagation of singularities for operators with involutive characteristics, Compt. rend. Acad. Bulg. Sci., vol:33, issue:1, 1980, pages:39-44, Ref, Web of Science
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1980
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19
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T. Boev, N. Kutev, On a Riccati differential equation (in Bulgarian), Annuaire Univ. Sofia, Livre 1 - Math., vol:71, issue:2, 1977, pages:185-193, Ref
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1977
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20
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T. Boev, Single layer potentials and Dirichlet problem for the Laplace equation (in Bulgarian), Compt. rend. Acad. Bulg. Sci., vol:30, issue:12, 1977, pages:1685-1691, Ref, Web of Science
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1977
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Статия в сборник (на конференция и др.) |
1
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Toshko Boev, Boryan Radoev, Veliko Donchev, Models of Pseudolinear Interface Electrostatics for Air-Semiconductor Media , Proceedings of ICCNCE 2013, editor/s:Dawei Zheng, Jun Shi, Limei Zhang, Publisher:ATLANTIS PRESS, Paris-Amsterdam-Beijing, May, ISBN: 978-90-78677-67-3 2013,, 2013, pages:238-242, Ref, MSc
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2013
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2
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T. Boev, Mathematical modeling of nonlinear surface-bulk electrostatics, Proceed. 120 Years FMI, "St.Kl.Ohridski" Universty of Sofia, Publisher:"St.Kl.Ohridski" Universty of Sofia, 2011, pages:77-82
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2011
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3
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T. Boev, B. Radoev, P. Slavchev, Surface electrostatics of heterogeneous media. Mathematical models, problems and methods, Proc. of the 10-th National Congress on TAM, editor/s:Ya. Ivanov, E.Manoach, R.Kazandjiev, Publisher:Marin Drinov Academic Publshing House, 2005, pages:427-445, Ref
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2005
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4
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T. Boev, The unique continuation principle for differential operators, Proceed. of the Internat. Conf. Complex Anal. and Appl.- 85, Sofia, editor/s:Acad. L. Iliev, Publisher:Bulg. Acad. of Sci., 1986, pages:87-96, Ref
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1986
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5
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T. Boev, The unique continuation principle in heat phenomena, Proceed. of the 5-th Nat. Congress of TAM - 85 (vol. 2), editor/s:Acad. G. Brankov, Publisher:Bulg. Acad. of Sci., 1985, pages:8-13, Ref
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1985
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Участие в конференция |
1
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Секционен доклад, E. Molle, Simulation analysis to Kimura model in case of asymmetry
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2009
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2
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Секционен доклад, Тошко Боев, Mathematical modeling of nonlinear surface-bulk electrostatics
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2009
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3
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Секционен доклад, Тошко Боев, The Gibbs approach to diagnostic Biomathematics
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2008
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4
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Секционен доклад, P. Slavchev, Surface electrostatics of heterogeneous media. Mathematical models, problems and methods
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2005
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5
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Секционен доклад, Тошко Боев, The unique continuation principle for differential operators
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1985
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6
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Секционен доклад, Тошко Боев, The unique continuation principle in heat phenomena
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1985
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7
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Секционен доклад, Тошко Боев, Propagation phenomena in elastic media
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1985
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