| Научен проект |
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Мирослав Стоенчев, Съвременни стохастични и детерминистични подходи за задачи с голяма размерност в изчислителната математика, Член, , Номер на договора:КП 06 М32/2 17.12.2019
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2019
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| Статия в научно списание |
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1
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Traneva, V., Tranev, S., Stoenchev, Attanasov, Krasimir, Scaled aggregation operations over two and three-dimensional index matrices, Soft Computing, 2018, Ref, IF (2.784 - 2019)
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2018
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2
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Nora Angelova, Stoenchev, Venelin Todorov, Intuitionistic fuzzy conjunctions and disjunctions from second type, Issues in Intuitionistic Fuzzy Sets and Generalized Nets, 2017, Ref
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2017
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3
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Angelova N., M. Stoenchev, Intuitionistic fuzzy conjunctions and disjunctions from third type, Notes on Intuitionistic Fuzzy Sets, vol:23, issue:5, 2017, pages:29-41, ISSN (print):1310-4926, ISSN (online):2367-8283, doi:http://doi.org/10.7546/nifs, Ref, Zentralblatt(1398.03114), PhD
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2017
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4
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Angelova N., M. Stoenchev, INTUITIONISTIC FUZZY CONJUNCTIONS AND DISJUNCTIONS FROM FIRST TYPE, Annual of “Informatics”, Section Union of Scientists in Bulgaria, vol:8, 2016, pages:1-17, ISSN (print):1313-6852, PhD
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2016
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| Статия в поредица |
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1
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Stoyan Apostolov, Miroslav Stoenchev, Venelin Todorov, One Parameter Family of Elliptic Curves and the Equation x4+y4+kx2y2=z2, Studies in Computational Intelligence, vol:Advanced Computing in Industrial Mathematics - 13th Annual Meeting of the Bulgarian Section of SIAM, December 18–20, 2018, Sofia, Bulgaria, Revised Selected Papers, issue:Volume 961, Publisher:Springer, 2021, pages:26-36, ISSN (print):1860-949X , ISSN (online):1860-9503, ISBN: 978-3-030-71615-8, Ref, IR , SCOPUS, SJR (0.215 - 2019)
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2021
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2
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Angelova N., M. Stoenchev, V. Todorov, Intuitionistic fuzzy conjunctions and disjunctions from second type, Issues in Intuitionistic Fuzzy Sets and Generalized Nets, issue:13, 2017, pages:143-170, ISBN:978-83-61551-21-8, PhD
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2017
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| Статия в сборник (на конференция и др.) |
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Miroslav Stoenchev, Venelin Todorov, On the Classical Diophantine Equation
x^4+y^4+kx^2y^2=z^2, AIP Conference Proceedings 2333, 110002 , 2021, doi:https://doi.org/10.1063/5.0042739, Ref, IR , SCOPUS, SJR (0.19 - 2019)
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2021
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| Участие в конференция |
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1
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Секционен доклад, Мирослав Стоенчев, On the classical diophantine equation
x4+y4+kxy=z4
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2020
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2
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Секционен доклад, Мирослав Стоенчев, Elliptic curves and diophantine equations
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2019
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3
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Секционен доклад, Мирослав Стоенчев, Еднопараметрични фамилии от елиптични криви
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2019
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4
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Секционен доклад, Мирослав Стоенчев, One parameter family of elliptic curves and the equation x^4+y^4+kx^2y^2=z^2
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2018
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