VU Matematikos ir informatikos fakulteto autoriaus 'Mindaugas Stoncelis' publikacijų sąrašas
pagal Lietuvos akademinių bibliotekų tinklo (LABT) publikacijų bazę VUB:

Eil. Nr. Publikacija
1Garbaliauskienė, Virginija; Stoncelis, Mindaugas. On weighted universality for composite functions of periodic zeta-functions // Mathematical modelling and analysis [MMA2018] : 23rd international conference, May 29–June 1, 2018, Sigulda, Latvia : abstracts. Riga : University of Latvia, 2018. ISBN 9789934195174. p. 24.
2Šiaučiūnas, Darius; Stoncelis, Mindaugas. A weighted discrete universality theorem for the periodic zeta-function // Mathematical modelling and analysis [MMA2017] : 22nd international conference, May 30–June 2, 2017, Druskininkai, Lithuania : abstracts. Vilnius : Technika, 2017. ISBN 9786094760228. eISBN 9786094760211. p. 62.
3Stoncelis, Mindaugas; Šiaučiūnas, Darius. On weighted discrete universality of periodic zeta-functions // Vilnius conference in combinatorics and number theory, Vilnius, Lithuania, July 16 - July 22, 2017 : program and abstract book [Elektroninis išteklius]. Vilnius : Vilniaus universitetas. 2017, p. 25-26. Prieiga per internetą: <http://mjcnt.phystech.edu/conference/vilnius/Vilnius2017.pdf> [žiūrėta 2018-05-14].
4Macaitienė, Renata; Stoncelis, Mindaugas; Šiaučiūnas, Darius. A weighted universality theorem for periodic zeta-functions // Mathematical modelling and analysis. Vilnius : Technika. ISSN 1392-6292. eISSN 1648-3510. 2017, vol. 22, iss. 1, p. 95-105. DOI: 10.3846/13926292.2017.1269373.
5Šiaučiūnas, Darius; Macaitienė, Renata; Stoncelis, Mindaugas. A weighted discrete universality theorem for periodic zeta-functions. II // Mathematical modelling and analysis. Vilnius : Technika; Taylor & Francis. ISSN 1392-6292. eISSN 1648-3510. 2017, vol. 22, iss. 6, p. 750-762. DOI: 10.3846/13926292.2017.1365779.
6Macaitienė, Renata; Stoncelis, Mindaugas; Šiaučiūnas, Darius. A weighted discrete universality theorem for periodic zeta-function // Analytic and probabilistic methods in number theory: proceedings of sixth international conference, Palanga, Lithuania, 11-17 September 2016 / editors: A. Dubickas...[et al.]. Vilnius : Vilniaus universiteto leidykla, 2017. ISBN 9786094598593. p. 97-107.
7Stoncelis, Mindaugas. Weighted universality of periodic zeta-function // Исследования по алгебре, теории чисел, функциональному анализу и смежным вопросам. Саратов : Федеральное государственное бюджетное образовательное учреждение высшего образования «Саратовский национальный исследовательский государственный университет имени Н. Г. Чернышевского». ISSN 1810-4134. 2016, No. 8, p. 118-119. Prieiga per internetą: <https://cyberleninka.ru/article/n/weighted-universality-of-periodic-zeta-function.pdf> [žiūrėta 2017-06-14].
8Stoncelis, Mindaugas; Šiaučiūnas, Darius. A weighted universality theorem for the periodic zeta-function // 21st international conference Mathematical modelling and analysis, June 1–4, 2016 in Tartu, Estonia : conference programme and abstracts of MMA 2016. Tartu : [Institute of Mathematics and Statistics of the University of Tartu]. 2016, p. 72.